Astronomy PATRICK MOORE OLDBOURNE LONDON A satellite view of Earth, focusing on the Mediterranean Sea and surrounding regions. A black and white illustration of a planet with a pinkish hue, possibly the Moon, set against a starry background. The planet has dark and light patches, resembling the lunar surface. There is a signature or mark on the upper right side of the planet. 6143 FRONTISPICE Color photograph of the Great Spiral in Andromeda; 98-inch Schmidt telescope, Palomar. (California Institute of Technology, Pasadena, Cal.) C. Gray, 3, Ivydale Drive, Leigh / Lane ASTRONOMY Andromeda Galaxy ASTRONOMY PATRICK MOORE OLDBOURNE - LONDON OLDBOURNE BOOK CO. LTD 205 Fleet Street London E.C.1 © Oldbourne Book Co. Ltd 1961 Designed, printed, and bound in Great Britain by Jarveld & Sons Ltd Norwich # contents
1 THE SKY ABOVE US 13
2 WATCHERS OF THE STARS 19
3 THE GREEK ASTRONOMERS 24
4 THE REBIRTH OF ASTRONOMY 27
5 THE DESIGN OF THE UNIVERSE 31
6 THE STORY OF TYCHO BRAHE 34
7 LEGENDS IN THE SKY 39
8 THE LAWS OF JOHANNES KEPLER 43
9 TELESCOPES AND THE STARS 47
10 THE FACE OF THE SUN 53
11 EXPLORING THE SOLAR SYSTEM 60
12 THE GENIUS OF NEWTON 69
13 THE ROYAL OBSERVATORY 77
14 LOMONOsov 84
15 The 'Father of Stellar Astronomy' 88
16 The Planet-Hunters 98
17 GREAT TELESCOPES 107
18 EXPLORERS OF THE MOON 121
19 The Sun's Family 133
20 wanderers in space 151
21 HOW FAR ARE THE STARS? 159
22 Exploring the Spectrum 165
23 GIANTS AND DWARFS OF THE SKY
24 THE VARIETY OF THE STARS
25 THE GALAXIES
26 THE STORY OF RADIO ASTRONOMY
27 LIFE IN THE UNIVERSE
28 ROCKETS INTO SPACE
29 EARTH SATELLITES
30 SPACE PROBES AND LUNIKS
CONCLUSION
LANDMARKS IN THE STORY OF ASTRONOMY
LIST OF ILLUSTRATIONS
ACKNOWLEDGMENTS
INDEX
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A table listing the contents of the book, including chapter titles, authors, pages, etc. | Chapter | Title | Page | |---------|------------------------------------------------------------------------|------| | | **THE SKY ABOVE US** | | | | **WATCHERS OF THE STARS** | | | | **THE GREEK ASTRONOMERS** | | | | **THE REBIRTH OF ASTRONOMY** | | | | **THE DESIGN OF THE UNIVERSE** | | | | **THE STORY OF TYCHO BRAHE** | | | | **LEGENDS IN THE SKY** | | | | **THE LAWS OF JOHANNES KEPLER** | | | | **TELESCOPES AND THE STARS** | | | | **THE FACE OF THE SUN** | | | | **EXPLORING THE SOLAR SYSTEM** | | | | **THE GENIUS OF NEWTON** | | | | **THE ROYAL OBSERVATORY** | | | | **LOMONOsov** | | | | **The 'Father of Stellar Astronomy'** | | | | **The Planet-Hunters** | | | | **Great Telescopes** | | | | **Explorers of the Moon** | | | | **The Sun's Family** | | | | **Wanderers in Space** | | | | **How Far Are the Stars?** | | | | **Exploring the Spectrum** | | | | **Giants and Dwarfs of the Sky** | | | | **The Variety of the Stars** | | | | **The Galaxies** | | | | **The Story of Radio Astronomy** | | | | **Life in the Universe** | | | | **Rockets into Space** | | | | **Earth Satellites** | | | | **Space Probes and Luniks** | | | | **Conclusion** | | | | **Landmarks in the Story of Astronomy** | | | | **List of Illustrations** | | | | **Acknowledgments** | | | | **Index** | | This table lists the contents of the book, including chapter titles, authors, pages, etc. The table is organized by chapter number (e.g., Chapter 1) followed by the title (e.g., The Sky Above Us), author(s) (e.g., Watchers of the Stars), or other relevant information (e.g., The Rebirth of Astronomy). The last column shows the corresponding pages where each chapter can be found. foreword OF ALL THE SCIENCES, astronomy has perhaps the greatest popular appeal. There are two main reasons for this. First, it forces itself upon the attention of everyone; who has not been struck by the beauty of a starlit sky? Secondly, it offers plenty of scope for the amateur student who can make himself really useful to professional workers. It is true that amateur observers are less important than they used to be half a century ago, but there is still a great deal for them to do. Interest has grown still further since the direct exploration of space began in 1957. Within a decade, space-ships have stepped out of fantasy and into fact; few scientists now doubt that the Moon and some of the planets will be reached in the foreseeable future, and that man will make his first journey to outer space. A lunar flight is by no means the only aim of space research. Yet I do not believe that the remarkable surge of interest is due primarily to this cause. Astronomy has an appeal all its own, and would continue to do so even if rocketry had never been developed. In this book, I have tried to tell the story of astronomy from its dim beginnings up to the opening of the age of the direct exploration of space. My first recollection is of my father telling me the Chaldean—or possibly the Cretans—divided the stars into constellations; my last is 1961, when the Russian space-ship Vostok orbited the Earth with a human passenger and Alan Shepard made his first flight into space. To give a full coverage of a 4000-year story in a single book is clearly impossible, but I have done my best to sort out the salient facts and write them down clearly and concisely. I hope that many people will find it useful; I hope that the result will interest at least some people; if not, the fault is mine alone—it cannot lie in the story itself. During the compilation of this book I have had help from a great many people. I am grateful to them all; their names will be found in the list of acknowledgments, and it is necessary to repeat it here, but I must stress that any errors or omissions are to be laid solely at my door. I must however make special mention of David Hambly, who was responsible for many of the color illustrations; neither must I omit to record my thanks to the publishers and to the printers, with whom I have worked closely throughout. I have made no attempt to be technical. This is a book for amateurs, written by an amateur. If it pernads even a few people to make a hobby of astronomy, I will feel that it has been well worth writing. Few men can explore the heavens by naked-eye; everyone can help in exploring the skies by means of telescopes. PATRICK MOORE East Grinstead A black and white photograph of a cluster of galaxies against a starry background. GROUP OF NEBULAE IN LEO, photographed with the 200-inch Hale reflector at Palomar Observatory A diagram showing the positions of Andromeda, Alpheratz, Great Square, and Pegasus. POSITION OF THE ANDROMEDA SPIRAL. The Spiral is just visible to the unaided eye on a clear night. THE ANDROMEDA SPIRAL. One of the nearest of the external galaxies, photographed with the 200-inch Hale reflector at Palomar Observatory. The two satellite galaxies are clearly shown. FAR AWAY IN SPACE, so remote that it looks like nothing more than a misty patch of light, lies an object which astronomers know as the Great Spiral. It is just visible without optical aid when the sky is really dark, and a pair of field-glasses will show it clearly. The neighboring stars belong to the group or constellation known as Andromeda, and are part of our own star-system. The Great Spiral is a distant star-system, it is an independent star-system, and is so far away that its light, moving at 186,000 miles per second, takes about two million years to reach the earth. When we look out into space, we also look backward in time; we are seeing the Spiral not as it is now, but as it used to be two million years ago. It is a vast system made up of more than 100,000 million suns, many of which are a great deal larger and hotter than our Sun. Ideas of this kind are difficult to grasp, and it is tempting to regard the Earth as the most important body in the universe. Nothing could be further from the truth. Every star is a sun; astronomical distances have to be reckoned in millions of miles, and the Earth proves to be utterly insignificant. The Earth is a typical planet travelling round the Sun and completing one journey around the disk of space in four years. Other planets which move round the Sun at various distances, four are smaller than our world, and the remaining four much larger. Jupiter, the largest planet, is big enough to contain over 1,300 globes the size of the Earth. It is not solid and rocky; it is made up of dense gas, so that life there appears to be out of the question. Whereas the ball that is called a satellite, or moon, revolves round Jupiter. The Sun, like all the other stars, sends out a tremendous quantity of light and heat. The Moon and the planets, however, are not self-luminous, and shine only because they reflect the Sun's rays. Seen from a distance of thousands of miles, the Earth would appear to shine in the same way. Together with other bodies of lesser importance, the Sun, planets and satellites make up the Solar System. This system represents only a very small part of the universe, but is extremely large judged by everyday standards. The Moon, the Earth's nearest neighbor, is almost a quarter of a million miles away while the distance of the Sun is 93 million miles. Pluto, the most remote of the nine planets in the Solar System, moves round the Sun at an average distance of well over 3,000 million miles. This may be shown by means of a scale. Let us represent the Sun by a globe 2 feet in diameter. The Earth will then be the size of a pin placed at a distance of 25 feet; Jupiter will become a large orange at a distance of one-fifth of a mile; while Pluto will become a pin's head more than 2 miles away from the model Sun. On this scale the nearest star, known to astronomers as Proxima Centauri, will be several thousands of miles off. If the 2-foot Sun is set down in the middle of England, Proxima will have to be taken to Siberia or the United States in order to represent its distance correctly. 1 **the sky above us** PLANETS DIAMETER IN MILES MEAN DISTANCE FROM THE SUN IN MILLIONS OF MILES
MERCURY 3,000 36
VENUS 7,700 67
EARTH 7,926 93
MARS 4,200 141-5
JUPITER 89,000 (Equatorial)
83,000 (Polar)
483
SATURN 75,000 (Equatorial)
69,000 Rings
(Polar) 175,000
886
URANUS 29,300 1,783
NEPTUNE 27,700 2,793
PLUTO 3,700 3,666
SEGMENT OF THE SUN (84,200 MILES IN DIAMETER COMPARATIVE SIZES OF THE SUN AND PLANETS. The sizes of the Sun and planets, drawn to the same scale. Drawing by D. A. Hardy the sky above us 15 All the bodies in the sky seem to move in an east-to-west direction, giving the false impression that the Earth lies in the centre of the universe. This daily impression of movement has nothing to do with the stars or planets, and is due entirely to the fact that the Earth is rotating on its axis from west to east. The stars are not fixed in space, as ancient peoples believed; they move in various directions at great speeds, but are so far away that their individual motions cannot be detected except over long periods, and the patterns or constellations of stars seem to remain more or less unaltered. There is a good everyday comparison. A high-flying jet aircraft will appear to be moving slowly across the sky, while a bird will flash past quickly—yet in reality the jet is the faster of the two. Though the stars are suns, they are not all alike. Some are hundreds of millions of miles in diameter, while others are no larger than the Earth; some are cool and red, others white and extremely hot. Some of the stars brighten and fade over short periods; some prove to be made up of 'twins' so close together that they look like one star. Others are vast clouds surrounded by clouds of gas, and some are spinning round so quickly that they are shaped more like eggs than billiard-balls. It is possible, too, that many of them may have planet-families of their own, and that some of these planets are inhabited. On a clear night it is possible to see about two thousand stars without the aid of a telescope, and the leading constellations are easy to find. Most Europeans can see the Big Dipper, Orion, and the Little Bear, while Australians and New Zealanders are just as familiar with the Ship and the Southern Cross. The powerful instruments used by modern astronomers show many additional stars, and it is now known that our stellar system or Galaxy contains about 100,000 million separate suns. Each star is using up energy as it shines, and there must come a time when the star will use up its fuel and become 'dead', as it is called. The Sun is no exception. It will last for thousands of millions of years yet, but it will not last for ever. The bright stars visible at night are members of the Galaxy in which the Sun and the Earth lie. The Great Spiral is much more remote; it too contains suns of all types, and is a system larger than ours. The world's most powerful telescope is capable of showing only a few hundred thousand stars. Ancient peoples had little idea of the true nature of the universe. They had no telescopes, and had to rely solely upon their eyes. Today, large instruments are used for astronomical research; the biggest telescope so far in use, the reflector at Palomar in California, collects its light by means of a mirror 200 inches in diameter—which acts as a giant 'eye'. Recently the Russians have begun the construction of an even larger telescope, with a 80-inch mirror. If a stone is dropped into a calm pond, ripples will be formed. The distance from one crest to another is known as the wavelength, and there is a comparison here with light, which may be regarded as a wave-motion. The color of light depends upon its wavelength; red light has a wavelength longer than that of blue, and so on. Radiation of still longer wavelength cannot be seen at all, but it can be studied by means of special instruments known as A diagram showing Betelgeux (B) and Rigel (R) forming part of Orion. Betelgeux Rigel ORION. One of the most brilliant constellations in the sky, with two first-magnitude stars, Betelgeux and Rigel 16 the sky above us A map of the Solar System showing the positions of the planets relative to Earth. ENGLAND NORTH SEA RUN London VENUS MERCURY EARTH JUPITER Paris SATURN BAY OF BISCAY FRANCE Barcelona Madrid SPAIN URANUS MEDITERRANEAN NEPTUNE Algeria ALGERIA MOROCCO PLUTO radio telescopes. The best-known of these radio telescopes is the British one at Jodrell Bank, Manchester, and takes the form of a wire dish 250 feet in diameter. It is used to collect radio waves coming from the depths of space, and is capable of detecting waves from distant galaxies which are colliding with each other and sending out energy in the process. Radio astronomy is a new science, while more recently there has been yet another development—rocket astronomy. Scientific instruments have been sent above the Earth's atmosphere, and man-made vehicles have travelled to and around the Moon. In February 1961 the Russians launched a probe which passed within less than 100,000 miles of the planet Venus. This was followed by an even greater triumph—the first true space-flight by man. On May 5th 1961, American astronaut Alan Shepard made the pioneer space-flight by a Western astronaut. It is clear that man's direct exploration of the Solar System is well under way. Radio telescopes and space-rockets are very modern, but astronomy itself is the oldest science in the world. Even the earliest men—the cave-dwellers of long ago—must have looked up at the skies and wondered what they saw. They believed that it was meant to worship the Sun and Moon as gods, and naturally enough to believe the Earth to be a flat plain in the exact centre of the universe. Less than 600 years ago it was still believed that the Earth must be the most important body of all, and men who lived at the time of the Spanish Armada refused to believe that our world goes round the Sun. The apparent positions of the stars, and the movements of the planets in the sky, had been measured with great care, but their significance was unknown. In 1609 Galileo Galilei, an Italian Professor of Mathematics, first looked at the heavens through a telescope. It was he who first saw the moons of Jupiter, the craters of the Moon, and the thousands of faint stars which make up the Milky Way. His telescope was low-powered judged by modern standards, but during succeeding years better instruments were built, and so first true observers appeared on earth. Since then this Galilean telescope has increased steadily. Men have found out the distances and sizes of the stars; they have studied the remote galaxies; they have analyzed the radio waves from space, and they are now making plans to travel to the Moon. It is possible to understand and appreciate all this without some idea of what happened in past ages. The story of astronomy is more fascinating than any other branch of history, and by tracing its progress it is possible to gain a real understanding of the Earth, the stars and the universe itself. SCALE OF THE SOLAR SYSTEM. The distances of the various planets from the Sun are shown on this scale drawing THE HALE REFLECTOR. The 200-inch reflector at Palomar Observatory, so far the largest telescope in the world Eclipse of the Sun, 1973 **2 watchers of the stars** TOTAL ECLIPSE OF THE SUN, 1910. The drawing shows an extensive prominence which was nicknamed 'the Anteater Promi- nence'. It is very seldom that a prominence of this size is seen during a total eclipse. Draw- ing by D. A. Hardy. PARTIAL ECLIPSE OF THE SUN, June 15, 1936, 7th p.m. From an observa- tion made by Patrick Moore, using a 3-inch refractor, × 100. Three sunspots are shown. Drawing by D. A. Hardy IT IS IMPOSSIBLE to tell just when astronomy began. The cave- men of thousands of years ago must have looked up into the sky and marvelled at what they saw there, so that in one sense they were 'observers'; they noticed unusual happenings, such as eclipses, and written records of man's findings and theories go back to the dawn of history. Early races believed the Earth to be flat and stationary, with the sun revolving round it once a day. The idea that the world is a globe nearly 8,000 miles in diameter, whirling round the Sun at a speed of some 66,000 m.p.h., did not occur to them. Some of their old ideas sound strange to our ears. The Vedic priests of India believed the Earth to be supported upon twelve massive pillars; during the hours of darkness the Sun passed underneath, somehow managing to pass between the pillars with- out hitting them. This was perhaps a poetic theory, according to which the Earth stood on the back of four elephants; the elephants in turn rested upon the shell of a huge tortoise, while the tortoise itself was supported by a serpent floating in a limitless ocean. Ancient man had to begin at the very beginning, and mistakes were inevitable, but at least useful observations could be made, and many of the early records have proved to be of tremendous value. Probably the first real students of the sky were the Chinese. A crescent moon with a yellow spot in its center. 20 watchers of the stars A partial solar eclipse with a darkened area in the center. About 3000 b.c. they adopted a 'year' of 365 days, which enabled them to work out a calendar. It mattered little to them whether the Sun went round the Earth, or the Earth went round the Sun; the 365-day year was correct in either case. The Chinese Emperor's astronomers produced a reliable calendar, and were also able to tell when eclipses were due. The Moon is only one-eighth of its own, and is a relatively small body only 2,160 miles in diameter. The Sun, with a diameter of 864,000 miles, is so much farther away than the Moon that it appears almost exactly the same size in the sky, and this is why 'solar eclipses' can take place. During its monthly journey round the Earth, the Moon must sometimes pass in front of the Sun. At such times the dark side of the Moon faces towards us, as shown in the diagram; and since this side does not shine, the Moon cannot be seen. As it moves between the Earth and the Sun, blocking out a part of the Sun's surface, a 'bite' appears in the edge of the solar disk, and this bite becomes larger as the eclipse progresses. If the Moon completely covers the Sun, the eclipse is total, and the solar atmosphere flashes into view, with startling effect. Normally it is impossible to see any detail on the Sun through such an eclipse, even with ordinary telescopes, since it is overpowered by the brilliance of the Sun itself. When the Moon acts as a screen, however, the full spectacle becomes visible—the glorious pearly gas known as the corona, as well as the red prominences which rise from the solar surface. No total eclipse lasts for more than about eight minutes. As soon as part of the Sun's disk reappears, the prominences and the corona disappear. Then the Moon moves steadily in its path, and the eclipse comes to an end. The Chinese had different ideas, and had no thought that the Moon could be concerned in any way. They believed that a dragon was trying to eat the Sun, and their remedy was to scare the beast away by making as much noise as possible. The whole population took part, shouting and wailing, and beating gongs and drums. However, they did know that any eclipse is likely to be followed by another eighteen years eleven days later, and by reckoning according to this period—the so-called 'Sane—they could avoid being taken unprepared. Now and again mistakes were made, and there is one famous story which relates how two luckless Court astronomers, Hsi and Wo, were executed because they had failed TOTAL ECLIPSE OF THE SUN, February 15, 1761. The line of totality extended across Southern Europe. The eclipse was shown on television screens in Europe in succession; St. Michel (France), Florence (Italy) and Mount Jastrebarsk (Yugoslavia). Pictures obtained from France and Italy were broadcast live on television where the author was commenting, were affected by cloud. This photograph was taken off the television screen during transmission from France. THEORY OF AN ECLIPSE OF THE SUN, The Moon's shadow just reaches as far as the Earth; a partial eclipse is seen to either side of the belt of totality. (The drawing is not to scale) Sun Moon Total Eclipse Earth Partial Eclipse to predict an eclipse. This may be nothing more than a legend, but in any case there can be no doubt that eclipse forecasts were being made by men who lived 4,000 years ago. The Chinese did not confine their records to eclipses. They also recorded comets, which they regarded as unlucky. It is now known that a comet is made up of comparatively small particles surrounded by an envelope of gas, and is completely harmless, but the spectacle of a comet streaking across the sky with a tail was enough to strike terror into the hearts of primitive peoples. The Chinese and other early observers, notably the Egyptians, were content to compile their records without troubling greatly about what the various phenomena meant. This was probably because the heavenly bodies were regarded as divine, and for many centuries it was impossible to separate astronomy from **COMET ABEND-KOLAND, 1957.** This was one of the two naked-eye comets seen in 1957; it was a fairly conspicuous object for some weeks during May, when it was in the northern part of the sky. Photograph by F. J. A.J. A.J. Forest Hall Observatory, Northumb-erland. **VENUS AND HALLEY'S COMET, 1910.** When this photograph was taken, the comet was only just visible to the naked eye; it will necessarily over-exposed. Halley's Comet will next be brilliant in 1986. Photograph by H.E. Wood, Union Observatory, Johannes- burg. 21 22 **watchers of the stars** A diagram showing the Earth's orbit around the Sun, with the North Pole and South Pole marked. The Earth's axis is tilted at an angle of 23.5 degrees to the plane of its orbit. The equator is inclined by 23.5 degrees to the plane of the Earth's orbit. **INCLINATION OF THE EARTH'S AXIS.** The equator is inclined by 23.5 degrees to the plane of the Earth's orbit. **ASTRONOMY—THE SUPERSTITION OF THE STARS.** Even today such confusion is not uncommon, but there is no excuse for it. Astronomy is an exact science, whereas astrology is of no value to anybody. The stars appear to keep to the same patterns in the sky, while the much nearer Sun, Moon and the planets appear to wander slowly about. Yet the 'wanderers' do not move irregularly; they keep to definite belts in the sky, known as the Zodiac. According to mythology, man's soul was divided into three parts, after the positions of the Sun and other bodies of the Solar System at the time of birth. The whole idea is completely baseless, but only during the past two or three centuries has astrology been finally discredited. Until then it was regarded as more important than true astronomy. As early as recording startling events such as eclipses and comets, as well as drawing up a workable calendar, the Chinese made little progress astronomically. The Egyptians, however, proved to be extremely skilful at measuring the apparent positions of the stars, and they 'lined up' their famous Great Pyramid in accordance with what was then the North Pole of the sky. This again is important, because it has given an excellent clue to the age of the Pyramid itself. Our present-day rotation is tilted at an angle of 23.5 degrees to the perpendicular. At the present moment the axis points northward to a position close to the bright star Polaris, which is therefore our Pole Star. When the Pyramid was built, the pole of the sky was in a different position, and the Pole Star of those days was a much fainter object—Thuban in the constellation of the Dragon. The Earth is not a perfect sphere; it is slightly flattened at both poles and bulged at the equator. The diameter measured through the poles is 26 miles shorter than the diameter measured through the equator. The Sun, Moon and other bodies exert a pull on this bulge, and the result is that the Earth's axis seems to wobble very slowly, in the manner of a top which is about to fall. This causes an effect known as precession. The polar point describes a circle in the sky, and has shifted considerably since ancient times when Thuban was in Draco. Astronomy was developing. The stars were divided into definite constellations; observations began in other countries, and calendars were improved. Then, about 600 years before Christ, came the Greeks—and with them a revolution in scientific knowledge. A diagram showing the apparent movement of the North Celestial Pole over time. The shifting is due to precession caused by the wobbling movement in the direction of the Earth's axis. In ancient times the Pole Star was Thuban in Draco; at present it is Polaris in Ursa Minor; by the year A.D. 10000 Vega will be a brilliant polar star will be the brilliant Vega, in Leo. **APPARENT MOVEMENT OF THE NORTH CELESTIAL POLE.** The shifting is due to precession caused by the wobbling movement in the direction of the Earth's axis. In ancient times the Pole Star was Thuban in Draco; at present it is Polaris in Ursa Minor; by the year A.D. 10000 Vega will be a brilliant polar star will be the brilliant Vega, in Leo. **AN ECLIPSE OF THE MOON,** in four stages. Drawings by D. A. Hardy. A series of drawings depicting an eclipse of the Moon. A diagram showing four different views of a planet. The top left shows a side view with a bright, illuminated face and a dark, shadowed side. The top right shows a top-down view with a dark, shadowed side and a lighter, illuminated face. The bottom left shows a side view with a darker, shadowed side and a lighter, illuminated face. The bottom right shows a top-down view with a darker, shadowed side and a lighter, illuminated face. 1 2 3 4 3 the Greek astronomers THALES, FIRST OF THE great Greek astronomers, was born about the year 624 b.c. Like the Chinese and the Egyptians, he studied the stars, but he went further, and tried to explain what he saw. He may have realized that the Earth is a globe, though since all his original writings have been lost it is impossible to be certain. The first definite arguments against the traditional flat-earth theory were advanced by Aristotle, who lived from about 384 to 322 b.c. As Aristotle pointed out, the stars appear to alter in height above the horizon according to the observer's position on the Earth. From Greece, the Pole Star appears high above the horizon, because Greece is well to the north of the Earth's equator; from Egypt, the Pole Star is lower down, and from southern latitudes it can never be seen at all, since it never rises. On the other hand Canopus, a very bright yellowish star in the northern part of the sky, cannot rise from Egypt, even though Greek astronomers could explain on the assumption that the Earth is a globe, but cannot be accounted for by supposing the Earth to be flat. Aristotle also noticed that during a lunar eclipse, when the Earth's shadow falls across the Moon, the edge of the shadow is curved—showing that the surface of the Earth must also be curved. The works of Thales and others were kept in a large library at Alexandria in Egypt. Unfortunately this library was later destroyed—a loss which can never be made good. For many years the library was in the charge of Eratosthenes of Cyrene, a great scientist in his own right, who has earned his place in history as being the first man to measure the size of the Earth. From one of the books in the library he learned that at the time of the Summer solstice—the longest day in northern latitudes—the Sun was directly overhead at noon from the town of Syene (the modern Aswan), some way up the Nile, so that at noon the solar rays would shine directly into a well without casting a shadow. At this moment, however, the Sun was not overhead at Alexandria; it was 7 degrees away from the zenith or overhead point. A full circle contains 360 degrees, and 7 is about one-fiftieth of 360, so that if the Earth is a globe its circumference must be 5280 miles. Eratosthenes knew how to measure distances measured this distance, and worked out that the distance right round the Earth must be about 24,850 miles. There is some uncertainty about this result, as his figures were calculated not in miles but in 'stadia', and the precise length of one stadia is not known; but his figure for the Earth's circumference seems to have been correct to within less than 100 miles. This idea was known to other writers too, and they had an excellent idea of its size, but they found it difficult to believe that the Earth could be anything but the centre of the universe. This was a serious barrier to further progress. Even Aristotle was certain that the whole sky moves round the Earth. One or two astronomers—notably Aristarchus, who lived from about 310 to 230 b.c.— A photograph of an eclipse of the moon. It is easy to see that the Earth's shadow on the lunar surface is curved. There is no caption provided for this image. ERATOSTHENES' METHOD OF MEASURING THE SIZE OF THE EARTH. At noon at the time of the summer solstice, the Sun was observed to be at the same altitude at Alexandria and at Syene (now Aswan). Eratosthenes measured the Sun's altitude at this time, as seen from Alexandria, as 7 degrees. He then calculated that he was able to measure the circumference of the Earth with remarkable accuracy. It is significant that this value which he gave is more correct than that used by many centuries later by Christopher Columbus on his voyage of discovery to the New World, which is a tribute to the genius of Eratosthenes' theoretical and practical skill. A diagram showing the positions of Alexandria and Syene relative to each other. 25 THE PTOLEMAIC THEORY. According to Ptolemy, a planet moved in a small circle or epicycle, while the centre of this circle (the deferent) itself moved round the Earth in a large circle. This theory was developed by Ptolemy, but its greatest development was due to him. Ptolemy—who was an excellent mathematician—realized that this comparison of simple arcs around a circle was unsound, and the actual movements of the planets in the sky, and he was compelled to introduce extra circles called epicycles, which were very clumsy and unwieldy. However, the Ptolemaic theory was almost universally accepted by scientists up to the time of Copernicus. Claudius Ptolemy, better known as Ptolemy, lived in Alexandria. As with Hipparchus, nothing is known about his career or personality, but science owes him a great debt. He produced a book in which he gave not only his own results, but also those of the astronomers who had come before him, and it is this book that has been considered authoritative for so long. His information about ancient science is reached us by way of its Arab translation, and is generally referred to by its Arab name of 'Almagest', or 'greatest'. Ptolemy was an excellent observer and mathematician, and he undertook a thorough revision of Hipparchus' star catalogue. He also investigated the movements of the bodies of the Solar System, and concluded that the Earth lay in the centre with the whole heavens revolving round it. Then came Mercury and Venus nearest object in the sky; then came the planets Mars and Jupiter; then Saturn, beyond which lay the Sun. This arrangement is termed the Ptolemaic System, although Ptolemy himself was not the first to describe it. had the courage to suggest that the Earth revolves round the Sun, but such ideas were highly unpopular, and the last two important astronomers of ancient times, Hipparchus and Ptolemy, kept firmly to the older theory. Hipparchus lived about 150 b.c. Details of his life are unknown, but it is obvious that he was a man of great ability, and he drew up an important and remarkably accurate star catalogue. It was Hipparchus, too, who discovered precession, the apparent movement of the celestial pole; and he worked out the distances of the Sun and Moon much more correctly than had been done before, though the values which he gave are still much too small. Claudius Ptolemy, better known as Ptolemy, lived in Alexandria. As with Hipparchus, nothing is known about his career or personality, but science owes him a great debt. He produced a book in which he gave not only his own results, but also those of the astronomers who had come before him, and it is this book that has been considered authoritative for so long. His information about ancient science is reached us by way of its Arab translation, and is generally referred to by its Arab name of 'Almagest', or 'greatest'. Ptolemy was an excellent observer and mathematician, and he undertook a thorough revision of Hipparchus' star catalogue. He also investigated the movements of the bodies of the Solar System, and concluded that the Earth lay in the centre with the whole heavens revolving round it. Then came Mercury and Venus nearest object in the sky; then came the planets Mars and Jupiter; then Saturn, beyond which lay the Sun. This arrangement is termed the Ptolemaic System, although Ptolemy himself was not the first to describe it. 26 the Greek astronomers THE UNIVERSE, ACCORDING TO PTOLEMY. From an old print, 1600. The arrangement of the celestial bodies according to the Ptolemaic theory is clearly shown, though no attempt has been made to make the diagram more accurate than the original. Never- theless, Ptolemy realized that the actual motions of the planets must be complex; as we have seen, he was compelled to introduce numerous epicycles in an attempt to reach agreement with the observational data. A circular diagram showing the Ptolemaic model of the universe. The Earth is at the center, surrounded by seven concentric circles representing the spheres of the Sun, Moon, Mercury, Venus, Mars, Jupiter, and Saturn. Each sphere is labeled with its name and a small figure representing one of the planets. The outermost circle is labeled "TOTOLEMAICUM" and contains a small figure of a man holding a globe. The diagram is surrounded by a border featuring various figures and symbols. 'REVOLVING TABLE' FOR ESTIMAT- ING THE POSITIONS OF THE ZODIA- CAL CONSTELLATIONS BETWEEN 7000 B.C. AND A.D. 1800. In the famous book Astronomicum Caesareum by P. Apian (Ingolstadt, 1540). The apparent movements of the stars are of course affected by the rotation of the Earth on its pole due to precession, so that conditions were not precisely the same in Apian's time as they had been in ancient times. Even today, the Ptolemaic theory of the universe was still generally accepted, and few scientists even considered questioning it. The movements of the planets caused him a great deal of difficulty. It had always been supposed that the orbits of the heavenly bodies must be circular, since a circle was regarded as the 'perfect' form, and nothing short of perfection could be allowed in the sky. This was Ptolemy's view, but he realized that the observed motions of the planets could not be explained by the theory that they simply turned round the Earth in circular paths. Consequently Ptolemy worked out a system according to which each body moved on a circle called an 'epicycle', the centre of which itself moved round the Earth in a periodical way. This would not suffice, and more and more epicycles were introduced, until the whole system became hopelessly clumsy and artificial. Ptolemy never solved this problem, and after his death, about A.D. 180, the science of astronomy came almost to a standstill. Greece was no longer powerful, and the Roman Empire was crumbling; the Dark Ages came to Europe, and much of the old learning was lost. Many of the books in the Alexandrian Library were destroyed, and this made it evident that in Central America the people known as the Maya were making observations and working out an accurate calendar—but there was no communication between the Old and New Worlds, and progress in European astronomy was halted. Centuries passed. Then, slowly and painfully, astronomy was re-born in Europe again, but because of astrology. To make their predictions, the astrologers had to know all the movements of the planets, and this knowledge could be gained only by careful observation. The Arabs took the lead, and some of their star catalogues were better than Ptolemy's. Then, as the peoples of Europe gathered into definite nations, the stage was set for the next phase in the history of astronomy. # 4 the rebirth of astronomy **THE ROMANS**, who ruled much of the civilized world for so many centuries, did very little for astronomy. They did not share the Greek love of learning, and were concerned only with practical affairs. One matter which did seem worth troubling about was the state of the calendar. The true 'year', or time taken for the Earth to go once round the Sun, is not exactly 365 days, but more nearly 365.25 days. This means that the calendar year does not keep step with the seasons is not as easy as it might appear. Julius Caesar realized this, and instructed a Greek astronomer, Sosigenes, to form a more accurate calendar. Sosigenes did his work well; for instance he invented 'leap year', which took care of the extra quarter-day in the Earth's period of revolution. The 'Julian calendar' was not perfect, and has been further improved since, but it was quite good enough to satisfy the Romans. In fact, it was not until the time of the Renaissance that progress came to a halt for a long time after the death of Ptolemy about A.D. 180. It is even more unfortunate that so many of the old books were lost. However, some survived, and one of these was Ptolemy's *Almagest*, which reached Baghdad, capital of the caliphs, in the eighth century. It was translated into Arabic, along with various other volumes, and serious astronomy began once more. The caliphs were great patrons of science and scholars, and founded astronomical centres at Damascus and Baghdad. They set up scientific equipment for measuring the positions of the stars, and one Caliph, Al Mamon—son of Harun al-Rashid, of *Arabian Nights* fame—built a fine observatory. It was quite unlike a modern observatory, since telescopes still lay far in the future, but it contained an excellent library. By the time Al Mamon died, in A.D. 833, Baghdad had become the 'astronomical' capital of Europe. Probably the most famous astronomer of the Baghdad school was Al-Battani, who was born about the middle of the ninth century. He was a particularly good mathematician, and made observations which compared favorably with those of Hipparchus and Flammarion. In *Astronomy*, he wrote: "The English title of which may be given as The Movements of the Stars." Another skilful Arab astronomer was Al-Sufi, who lived from 903 to 986. He, too, wrote a book—*Uranographia*, in which he dealt largely with the apparent brilliances of the stars. This is an important matter, and is worth describing in a little more detail. The stars are graded into classes or 'magnitudes' of apparent brightness. The scale may seem confusing, since the brightest star in our sky is called magnitude zero; a magnitude 1 outshines a star of magnitude 2; and so on. The faintest stars visible to the naked eye, under ordinary conditions, are of magnitude 6. The scale may be compared with a golfer's handicap; the lower the handicap, the better the golfer. Rigel in Orion is very brilliant, and on the modern scale its Around-the-world astrolabe. **ARABIAN ASTROLABE. This astrolabe, a typical example, was made in 1014 by Mu'ayyad Asyub** **DIAGRAM TO SHOW THE USE OF AN ASTROLABE. The axis D-A is made level, star A being sighted along line F-CB; then star B is sighted along line F-CB; then star C is sighted along line F-D-E; then star D is sighted along line F-D-E; then star E is sighted along line F-D-E; then star F is sighted along line F-D-E; then star G is sighted along line F-D-E; then star H is sighted along line F-D-E; then star I is sighted along line F-D-E; then star J is sighted along line F-D-E; then star K is sighted along line F-D-E; then star L is sighted along line F-D-E; then star M is sighted along line F-D-E; then star N is sighted along line F-D-E; then star O is sighted along line F-D-E; then star P is sighted along line F-D-E; then star Q is sighted along line F-D-E; then star R is sighted along line F-D-E; then star S is sighted along line F-D-E; then star T is sighted along line F-D-E; then star U is sighted along line F-D-E; then star V is sighted along line F-D-E; then star W is sighted along line F-D-E; then star X is sighted along line F-D-E; then star Y is sighted along line F-D-E; then star Z is sighted along line F-D-E; then star AA is sighted along line F-D-E; then star BB is sighted along line F-D-E; then star CC is sighted along line F-D-E; then star DD is sighted along line F-D-E; then star EE is sighted along line F-D-E; then star FF is sighted along line F-D-E; then star GG is sighted along line F-D-E; then star HH is sighted along line F-D-E; then star II is sighted along line F-D-E; then star JJ is sighted along line F-D-E; then star KK is sighted along line F-D-E; then star LL is sighted along line F-D-E; then star MM is sighted along line F-D-E; then star NN is sighted along line F-D-E; then star OO is sighted along line F-D-E; then star PP is sighted along line F-D-E; then star QQ is sighted along line F-D-E; then star RR is sighted along line F-D-E; then star SS is sighted along line F-D-E; then star TT is seen 28 the rebirth of astronomy
VENUS - 4
- 3
SIRIUS (brightest star) - 14
VEGA 0
ANTARES 1
POLE STAR 2
3
4
Paintest star visible to the naked eye 5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
Finest star to be recorded from Palomar2223
**magnitude** is reckoned as o-1, or only one-tenth fainter than zero. The four brightest stars in the sky (Sirius, Canopus, Alpha Centauri and Arcturus) have negative magnitudes, that of Sirius being minus i-4. On the same scale, the Sun has a magnitude of minus two. Nowadays it is possible to measure star magnitudes very accurately, and the world's largest telescopes can record objects of below magnitude plus 20. Al-Sufi had to make his estimates simply by using his eyes, but most of his values agree well with those of today. On the other hand there are some interesting differences. He ranked Alhena, a star in the constellation of Gemini (the Twins) as of the third magnitude but it is now brighter than the Sun. The same applies to another star in which stars have apparently brightened up or faded away. It is difficult to be sure whether these changes are real, or are due to mistakes by Al-Sufi and other observers of his time, but we do at least know that some of the stars are variable in brilliancy—and we must not be too quick to accuse Al-Sufi of inaccuracy. Many of the star names now in use are due to the Arabs. A typical example is Aldorana, in the constellation which contains the following three Arabic names: follow the famous star-cluster of the Pleiades or Seven Sisters. Astronomical terms such as 'zenith' (the overhead point of the sky) are also Arabic in origin. The Arabs did not confine themselves to measuring star positions and magnitudes. They carried out many other observations, and were particularly interested in eclipses. They also studied the movements of the Moon and planets, and made measurements of longitude. One of King Alpamaro X of Castile, who called a number of Jewish and Arab astronomers to Toledo, was responsible for the publication of the famous Alphonine Tables, which contained data for planetary positions and the forecasting of eclipses, and which were used throughout Europe for the following three hundred years. The Mongol prince Ulugh Beigh, grandson of the Oriental conqueror Timur (more generally known as Tamerlane) also has his place in the history of astronomy. Ulugh Beigh founded a magnificent observatory at his capital of Samarkand, equipped with instruments which were the best of their day. Unfortunately for him, he was a firm believer in astrology, and this led to his death. He cast the horoscope of his eldest son, Abdallatif, and found to his alarm that the boy was destined to kill him. He therefore ordered that his son should be put to death. But Abdallatif had no wish to be set aside, and rebelled, finally murdering Ulugh Beigh and becoming king in his place. The murder of Ulugh Beigh put an end to the Arab school of A photograph showing a tall minaret with a pointed arch at its top. **ULUGH BEIGH MEMORIAL. This memorial now stands in Samarkand, the site of Ulugh Beigh's old observatory** **STAR MAGNITUDES. The magnitudes are shown here as disks, though the stars themselves appear only as points of light** the rebirth of astronomy 29 A diagram showing the positions of Castor, Pollux, GEMINI, Athena. Castor is at the top left, Pollux is to the right of Castor, GEMINI is below Castor and Pollux, and Athena is at the bottom right. **Castor** **Pollux** **GEMINI** **Athena** **GEMINI, THE TWINS.** According to Al-Sufi and others of his time, Castor used to be brighter than Pollux, but it is now half a magnitude fainter. Athena, on the other hand, is now a magnitude brighter than as given by Al-Sufi. Mention must also be made of 'the universal genius'—Leonardo da Vinci, who lived from 1452 to 1519. Leonardo was one of the greatest painters the world has known, and he was also a brilliant scientist. He was not a true astronomer, but he made one discovery which cleared up an old mystery. This concerned the Moon. The cause of the Moon's phases, or apparent changes of shape each month from new to full, was long a matter of mystery. More puzzling was the fact that when the Moon appears as a crescent, the 'dark' portion can often be seen shining faintly, and giving the appearance known popularly as "the Old Moon in the Young Moon's arms". Leonardo realized that this must be due to light reflected from the Earth on to the Moon. Earth-shine is in fact nearly always seen whenever the crescent moon shines out from behind a dark sky. All this work, carried out by astronomers all over Europe, showed that astronomy had really 'woken up'. For instance star catalogues had been greatly improved, and careful observation had made it possible for astronomers to predict the positions of the planets for years in advance. The main handicap to progress was the false theory that the Earth was at rest in the centre of the universe, with all the other heavenly bodies moving round it in circular orbits. Astronomers had followed Ptolemy rather than Aristarchus, and so their ideas about the design of the universe were completely wrong. A few scientists had their doubts. One was Nikolaus Krebs, the son of a German wine-grower, who was born in 1401 and died in 1464. His boyhood was unhappy; he ran away from home, and studied first at Heidelberg and then in Italy, becoming a well-known physician. He returned to Germany in 1437, and became a Cardinal; he is often known as 'Nicolus of Cusa', since he was born at Cues on the Moselle. Krebs urged alterations in the calendar, and in a famous book called *De Docta Ignorantia* he suggested that after all, the Earth might not be lying at rest in the centre of the universe. Now some astronomers of the time paid much attention to him, and for half a century after his death nothing more was heard of the theory of 'moving Earth'. The next step—the realization that our own world is not, after all, an important body—was one which mankind found very hard to take. **PHASES OF THE MOON.** The Moon has no light of its own, and depends on reflecting the rays of the Sun; so that half of it is lighted and half is dark. When we see it as a crescent (as shown), so that it is almost between the Earth and the Sun, we cannot see it at all, and this is what we call a New Moon. But when two of the three bodies are exactly lined up, the result is an eclipse of the Sun, but owing to the tilt of its axis we never see this phenomenon (New Moon). In the diagram, New Moon is shown in position 1. At other times the Moon shows as a half-moon (positions 3 and 7), three-quarter shape (4, 6), and full (5). Diagram showing Phases of the Moon. Earth is at center with Sun on left. Three circles represent Moon phases: - New Moon (position 1): Dark circle. - First Quarter (position 3): Half-lighted circle. - Full Moon (position 5): Light circle. - Third Quarter (position 7): Half-darkened circle. - Last Quarter (position 6): Dark circle. Arrows indicate Sun rays. Delhi Observatory These photographs show one of the greatest observatories of pre-telescopic times, erected at Delhi in India. The right-hand picture shows part of the building, and a general view of the observatory is given below. An ancient observatory of this kind was, of course, without any instruments for astronomical observations; all work had to be carried out with the naked eye only, and was therefore limited largely to positional measurements. Some of the measures made were, nevertheless, of supreme importance, since the observatory contained instruments which were capable of yielding very valuable results. Photographs by W. T. O'Dea A circular stone structure with a large central dome and smaller domes around it, surrounded by a garden. A panoramic view showing the circular stone structure with a garden and trees in the background. 5 the design of the universe SINCE GREEK TIMES, when scientists such as Ptolemy had rejected the idea that the Earth might move round the Sun, the development of astronomy had been held up. Aristarchus, who had hit upon the truth, had met with no support; neither did Nikolaus Krebs many centuries later. The man who altered all that and finally changed our ideas about the universe, was a Polish cleric named Nicolaus Copernicus, better known to us as Copernicus. Copernicus was born at Thorn, on the River Vistula, in 1473. He studied at Cracow University, and then in Italy. Later he went back to his own country, and became Canon of Frauenberg in Ermland. In addition to his work for the Church, he practised medicine, but his main interests were astronomical. Yet he was by no means a man who spent hour after hour looking at the stars. He was a theorist first and foremost, and he was concerned mainly with the design of the Solar System. Early in his life he became very doubtful whether Ptolemy's system could be correct. The main reason for this doubt is, as that theory was so complete. To account for the observed movements of the planets in the sky it had been necessary to add large numbers of small circles, or epicycles, until the scheme had become clumsy and artificial. In science, a simple and straightforward theory is generally more accurate than a cumbersome one, and Copernicus looked for some way of avoiding the complications which Ptolemy and his followers had been forced to introduce. In this way Copernicus was better off than Ptolemy; he could make use of more accurate measures of the planetary movements, and he could be sure that these measures were not greatly in error. Finally he came to the conclusion that there was only one solution, the Earth must no longer be regarded as the centre of the universe. If it were assumed that the Earth, together with the other planets, moved round the Sun, then many of the complications would disappear. Today, we are so used to thinking of the Sun as the most important body in the Solar System that we find it hard to consider any other idea. Yet Copernicus knew that he was taking a bold step. He was saying that the astronomy then being taught in all schools and universities was utterly wrong. Worse still, he faced opposition from the Roman Catholic Church, which would cer- tainly have nothing to do with it if its own was supreme importance. Copernicus was himself a priest; and though he had worked out his theory by 1533, and written it down in a book which he called *De Revolutionibus Orbium Cælestium* ("Concerning the Revolutions of the Celestial Bodies"), he did not feel inclined to publish it. ARMILLARY SPHERE, containing twenty circles; the Zodiac is clearly shown. From an old print DELHI OBSERVATORY. An interior view. Photograph by W. T. O'Dea 32 the design of the universe Retrograde movement of Mars. The apparent path of Mars in the sky is given at the top of the diagram, and the actual relative positions of the Sun, Earth and Mars are shown below. It will be seen that between positions 3 and 6 the Earth catches up Mars and passes it, so that for this part of its journey Mars appears to move in a retrograde backward direction among the stars. Behavior of this sort was very difficult to explain on the old theory according to which the Sun moved in a circle round the Earth. One of the reasons why Ptolemy was forced to add further epicycles. Of the planets known in ancient times, Jupiter and Saturn behave in similar fashion, but they are also observed to move because both these planets are so much farther away from the Sun, and their apparent movements in the sky are slower. It is important here to consider the apparent movements of the planets, since this was the basis of all Copernicus' work. A planet does not move steadily among the stars in a straight line; it may sometimes seem to stand still for a few days, and then move 'backwards' for a short period before resuming its west-to-east journey. This apparent backward motion is known as **retrograde**. Mercury and Venus have their own way of behaving, since they are closer to the Sun than we are—and even in Ptolemy's system they were assumed to be the closest bodies in the sky apart from the Moon. The remaining bright planets, Mars, Jupiter and Saturn, are more remote. Mars is shown in the diagram, but the same arguments apply to Jupiter and Saturn (as well as to Uranus, Neptune and Pluto, which were of course unknown in Copernicus' time). For most of the time Mars seems to move from west to east among the stars, though the shift is so slow that it can be detected only over periods of hours. We now know that it is moving round the Sun in a larger orbit than that of the Earth, and also that it is travelling more slowly—only 15 miles per second, as against 181 miles per second for our own planet. From the diagrams we begin to see how far out from the Sun Mars has moved. By the time the Earth has moved to 2, Mars has reached 2, and so on. We can see that in positions 4 and 5, Mars is apparently moving across the sky in a retrograde direction, though in fact its real motion round the Sun is unaltered. In positions 6 and 7, the usual west-to-east movement has been resumed. A planet which seems to perform a slow 'loop' in the sky was very puzzling to Ptolemy's theory, and this was one of the reasons why Copernicus rejected the Earth-centred scheme. Mars is well seen only at intervals separated, on an average, by 780 days (the interval is not quite constant). At such times the Earth is almost directly between Mars and the Sun. Mars therefore appears opposite to the Sun in the sky, and is said to be at opposition, as shown in the diagram on page 35. Again, Mercury moves around Earth faster than Mars at M1: time of opposition. A year later, the Earth has completed one journey, and is back at E1; but Mars, moving more slowly and having farther to go, has not made a full circuit, and is in position M2. The Earth has to 'catch it up', and does so when the positions of the two bodies are E2 and M3 respectively, so that there is an upper opposition. After three successive oppositions it knows where the planet's synodic period. When the planet is on the far side of the Sun, it is said to be in conjunction, and is above the horizon only during the hours of daylight. It must not be supposed that Copernicus solved all the problems and drew up a really accurate plan of the Solar System. He certainly took the great step of placing the Sun in the centre, but he still believed that the orbits of the planets (including the Earth) were circular. He also thought that there was no need—and surely nothing short of perfection could be allowed in the heavens! This led to new difficulties, and Copernicus was forced to bring back epicycles to account for the observed motions of the planets. In fact, he was falling back into the trap which he had tried so... the design of the universe 33 OPPOSITIONS OF MARS. When the Earth is at E1 and Mars M1, the Sun, the Earth and Mars are in almost a straight line; Mars is opposite to the Sun in the sky, and is at opposition. A planet which has been moving slowly in a larger orbit, has not completed a full revolution, and lies at M2, so that it is unfavorably placed for observation. Another opposition does not occur until the Earth has 'caught' Mars up on its orbit. The next opposition of Mars and Mars at M3. This is why oppositions of Mars occur only at intervals of about 900 days (the synodic period of Mars) A diagram showing the positions of the Earth, Sun, and Mars during an opposition of Mars. The Earth is at E1, the Sun is at S, and Mars is at M1. The Earth is then shown moving to E2, the Sun remains at S, and Mars moves to M2. Finally, the Earth moves to E3, the Sun remains at S, and Mars moves to M3. hard to avoid. He finally reached a scheme according to which the Solar System was made up of a central Sun and six planets moving round it in circular paths, with the Moon going round the Earth and with the fixed stars beyond the orbit of the most distant planet, Saturn. Copernicus' book was ready, but remained unpublished, simply because he knew that it was certain to arouse violent criticism from the Church. Many people were aware of its existence, however, and tried hard to make its author give it to the world. Even the Archbishop of Capua, Cardinal von Schönberg, wanted it to be published. Georg Rheticus, at one time Professor of Mathematics at Wittenberg in Germany, was also highly interested, and went to Frauenberg to hear about the new theory. He was forty years old when he first became his pupil, staying at Frauenberg for two years. It appears that he had been largely because of Rheticus' urging that Copernicus at last agreed to publish the complete book. Wisely he added a dedication to the Pope, Paul III, and Rheticus took the manuscript to Nürnberg to have it printed. In 1543 De Revolutionibus appeared, though the publisher, Osiander had made no announcement to the effect that the Sun-centred theory was merely 'a mathematical fiction' which would be convenient for use in predicting the positions of the planets. Copernicus had not agreed to any such thing, but by now he was an old man, and seriously ill. In fact it is said, probably with truth, that the first printed copies of his great work reached him only after his death. It is only too likely that had he lived, Copernicus would have found himself in serious trouble with the Church. This was what he had always feared, and his alarm was well-founded. At first only Rheticus and his friend Erasmus Reinhold, also a Professor of Mathematics in Wittenberg University, dared to come out in open support of the new theory. The Roman Catholic authorities were strongly against it, though the real storm did not break until over twenty years after Copernicus' death. We must admit that Copernicus was only partly part of the truth; he made many mistakes, and parts of his book were unsound. Yet he had found the essential clue, and for this reason alone he must be regarded as one of the greatest men in the history of astronomy. PAGE FROM COPERNICUS' GREAT BOOK. A reprint of a typical page from the De Revolutionibus Orbium Coelestium of Copernicus, published in 1543 A circle with concentric circles labeled "Sun" and "Earth". Inside this circle is another circle labeled "Mars". The text around the circles reads: "De Revolutionibus Orbium Coelestium de Copernico" # 6 the story of Tycho Brahe THREE YEARS AFTER the death of Copernicus and the publication of *De Revolutionibus*, a boy of very different character was born in Denmark. His name was Tycho Brahe, and in every way he was unlike Copernicus—except that he had the same love of astronomy, and the same urge to find out more about the celestial bodies. Tycho's father, Otto Brahe, was of Swedish descent, though his family had lived in Denmark for some time. He was of noble birth, and held the post of Governor of Helmingbo Castle. His brother George was wealthy and childless, and Otto made a strange agreement that he would hand over his first-born son so that the boy could have an expensive education. When Tycho was born, Otto Brahe apparently regretted having agreed to give him up, and after a family dispute George took the baby away without permission. For a time the quarrel went on, but eventually they were reconciled, and Tycho grew up with his uncle. At the age of thirteen Tycho was sent to the University of Copenhagen. His uncle wanted him to become a statesman, but Tycho was not enthusiastic. Not long after reaching Copenhagen he watched a partial eclipse of the Sun, and this turned his attention to astronomy. He managed to obtain a copy of Ptolemy's *Almagest*, and within a year or so had managed to understand nearly all its contents. He was only a boy, and had not had much tuition in mathematics and science. George Brahe was displeased, and sent Tycho away from Denmark, entering him at the German University of Leipzig. With him went a tutor, Vedel, who was given orders to see that Tycho gave up astronomy and returned to studies of statecraft. However, Tycho was not easily influenced, and he continued to work on his own until three years later. When he was seventeen he recalculated the apparent positions of the planets in the sky and found that the official tables of planetary movements were seriously wrong. At once he began making observations for himself. Vedel gave up trying to lead him back to statecraft, and about this time George Brahe died, so that Tycho was left to follow the career which he had chosen. For several years Tycho worked as a secretary at Rostock, and stayed there for some years. He was learning more about astronomy as he grew to manhood, but he was also convinced of the truth of astrology, and remained so to the end of his life. One curious story dates from 1566, when there occurred an eclipse of the Moon. Tycho watched it, and then announced that it foretold the death of the Sultan of Turkey, who was then the most powerful ruler in Eurasia. The Sultan did in fact die, and Tycho boasted of his accuracy by saying that his prediction had been made before his death had occurred well before the eclipse of the Moon. It may appear strange that a man of Tycho's mental powers should believe in astrology, but sixteenth-century science was still riddled with superstition. A portrait of Tycho Brahe. **TYCHO BRAHE**, the great Danish observational astronomer A diagram showing Tycho's observatory at Hvebøl with instruments of this kind, all built by himself. Tycho drew up his remarkably accurate star catalogue. It also seems that Tycho was a hot-tempered, quarrelsome man. While at Rostock he had a dispute with another Danish nobleman, whose name has not been recorded, and the result was a duel, fought with swords in the middle of the night. The fight ended when Tycho had part of his nose cut off. He made himself a new part with gold, silver and wax, and apparently suffered no ill effects. So far Tycho's main work had not begun. The start of his true career may be said to date from 1572, when a new star appeared in the sky, and held the attention not only of Tycho but also of astronomers all over the world. One of the most famous of all constellations is Cassiopeia, the "Queen of the Stars." It is easy to find, as the Great Bear and Polaris may be used as direction-finders to it; its five chief stars are arranged in the form of a W, and never set over Great Britain. It was here that Tycho's Star blazed up, on November 11, 1572, and it is worth recording the words of Tycho himself: In the evening, after sunset, when, according to my habit, I was contemplating the stars in a clear sky, I noticed that a new and unusual star, surpassing the other stars in brightness, was shining almost directly above my head; and since I had, almost from boyhood, known all the stars of the heavens perfectly well, it was no great difficulty in attaining such knowledge; it was quite evident to me that there had never before been any star in that place in the sky, even the smallest, to say nothing of a star so conspicuously bright as this. Naturally enough he was filled with amazement. It had always been thought that the stars were unchanging, and for the moment he doubted the evidence of his own eyes. When others too saw the star, he knew that there could be no mistake. He began to make careful observations, and as the days passed by the star became even brighter, until it far outshone even the planet Venus. It was visible even during broad daylight. Then, slowly, it faded away. At last it fell below the sixth magnitude; and since telescopes had not then been invented, even the keen-eyed Tycho could follow it no further. We now know what the star was. It was a supernova, a real stellar outburst, sending out as much luminosity as millions of Suns put together. Only two other supernovae have been seen in our own star-system during recorded times--those of 1541, observed by Chinese astronomers, and (probably) the star of 1608. A star, as we know, is a globe made up of intensely hot gas. Normally it shines steadily, and does not alter much over periods of thousands or even millions of years. In some cases, however, a star may suffer some tremendous internal disturbance, and will flare up suddenly, increasing its output of light and heat many thousandfold before dying back to its original brilliance. When a star behaves in this manner it is known as a nova (Latin for "new"). (This word is rather misleading since a nova is not in fact a completely new star.) Normal novae are not particularly uncommon. Several have been seen during the past few years; there was a bright one in 1934, and others in 1936, 1946 and 1960, while fainter novae are fairly frequent. **Tycho's Star** **CASSIOPEIA** POSITION OF TYCHO'S STAR. Tycho made careful observations of the brilliant supernova of 1572 which appeared in Cassiopeia not far from the famous "W" of Cassiopeia. This star shone for more than half of the past thousand years. Only two others have been seen in our own Galaxy during this time; the 1608 star was certainly supernova; and Kepler's Star of 1606 may also have been. SEXTANT USED BY TYCHO BRAHE. This sextant was used by Tycho in 1577. It consisted of two elaborate sightscreens which were set up on the island of Horn, where Tycho worked for so many years. the story of Tycho Brahe 35 36 the story of Tycho Brahe THE OBSERVATORY AT HVEN. Tycho's great observatory where most of his main work was carried out after Tycho left Denmark, in 1576, the observatory was never used again, and fell into ruins. Tycho's Star was an outburst on a much grander scale. Evidently the explosion more or less destroyed the original star and hurled gas and matter into space in all directions. Today there is no visible trace of the original star itself, but our radio telescopes can pick up radiations which may possibly come from the remnants of the expelled gas. Tycho knew very little about the nature of the stars, and he could not give a satisfactory reason for such an outburst, but at least the supernova made him determined to spend the rest of his life in astronomy. He wrote a book called "Stella Nova Stella," and this book made him well known. By this time he was married, and he considered settling down in Basel, but then he received a generous offer from King Frederick II of Denmark. Frederick wanted Tycho to stay in Denmark, and granted him the little island of Hven in the Baltic, between Esinore and Copenhagen, together with enough money to build an observatory and any other equipment he might need. Tycho was quick to accept, and in 1576 he began the construction of his observatory--Uraniborg, the "Castle of the Heavens". It lay in the middle of a large square enclosure laid out as a garden, the corners of which pointed north, south, east and west. It contained a library and a chemical laboratory as well as QUADRANT USED BY TYCHO BRAHE. One of the great quadrants used by Tycho at Hven for his measures of star positions the story of Tycho Brahe 37 A diagram showing the structure of a large, cylindrical building with a dome on top, labeled "H" and "I". Inside the dome, there is a smaller structure labeled "II". The diagram also shows various measurements and labels such as "1", "2", "3", "4", "5", "6", "7", "8", "9", "10", "11", "12", "13", "14", "15", "16", "17", "18", "19", "20", "21", "22", "23", "24", "25", "26", "27", "28", "29", "30", "31", "32", "33", "34", "35", "36", "37", "38", "39", "40", "41", "42", "43", "44", "45", "46", "47", "48", "49", "50", "51", "52", "53", "54", "55", "56", "57", "58", "59", "60". living apartments and the rooms for the instruments themselves. Later, in 1584, he built a second 'Castle of the Stars', Sjærenborg, in which some of the instruments were located below ground- level. Tycho himself experienced trouble when the wind blew strongly and shook the instru- ments lying above ground. He also added a printing press and a paper-mill. Hven became a hive of scientific activity, and many distinguished people from all over the world visited it -- among them James VI of Scotland, who afterwards became James I of England. Tycho lived in magnificent style, and those who visited him were royally entertained. Banquets, games and hunts were held, and it is said that the guests were entertained by a dwarf whom Tycho kept specially for the purpose. On the other hand the islanders themselves were not well treated; Tycho was a harsh landlord. One of the less welcome buildings at Uraniborg was a prison in which he used to lock up those who would not pay their rents, or who displeased him in other ways. The instruments themselves were among the best of their time, and since Tycho was so most careful and accurate observer he obtained excellent results. He measured the positions of 777 stars, and drew up a catalogue; it is said that his star positions were never in error by more than 1° or 2 minutes of arc. When we remember that he had no telescopes, and that all his work had to be done with instruments without lenses, we can see how good an astronomer he must have been. He was still enthusiastic about astronomy however, and never began observing without dressing himself in special robes. As well as drawing up his star catalogue Tycho measured the apparent movements of the planets, and it was these observations which proved to be so useful later on. He was also interested in the brilliant comet which appeared in 1577, and he believed that it must be much nearer to the Sun than the Moon. This was a step for- ward, but even to that time it was still thought possible that comets might be near at hand, and perhaps contained in the upper part of the Earth's atmosphere. Tycho regarded Copernicus' theory that the Earth could revolve round the Sun as heretical. On the other hand he knew quite well that the movements of the planets could not be explained on Ptolemy's theory, and he suggested instead that the planets revolved round the Sun while the Sun or Moon revolved round the Earth. This was not an entirely new idea, but it satisfied very few people apart from Tycho himself. King Frederick of Denmark died in 1588, and in 1594 Tycho lost another of his supporters, the Danish Chancellor Kaas. Unfortunately he had made himself unpopular everywhere; the islanders of Hven hated him (as they had hated Tycho), and the nobles of Copenhagen disliked him friendly to him than the old one had been. Tycho would never see that he could be in the wrong, and eventually his supplies of money were cut off. In 1596, after having worked at Hven for twenty years, he left Denmark in anger, taking with him the more portable instruments from Uraniborg and Sjærenborg, and went to Germany. He never returned to his own country. A view of Sjærenborg from above. STJERNEBORG. This is a recent view of Sjærenborg, the second Tycho Brahe's home. The buildings shown are of course modern, since nothing now re- mains of the original observatory. Photograph by Gusta Persson, 1950 ALTITUDE INSTRUMENT USED BY TYCHO BRAHE. This was yet another of the complex instruments made by Tycho and used at the observatory on Hven 38 the story of Tycho Brahe FRONTISPICE OF THE RUDOLPHINE TABLES. These tables represented Kepler's last astronomical observations which were published shortly before his death. Kepler's acknowledgment to Tycho is prominent on the page and on the title-page. The tables were so named in honor of Keplers patron, the Holy Roman Emperor Rudolph II, who was interested mainly in mysticism and astrology, but also encouraged astronomical science. Rudolph had of course been displeased by Tycho up to the time when the tables appeared. A bust of Tycho Brahe. STATUE OF TYCHO BRAHE For some time he had been in correspondence with Rudolph II, the Holy Roman Emperor, and Rudolph invited him to Bohemia, placing at his disposal the castle of Benatek, about twenty miles from Prague. Tycho accepted this invitation in 1576, and in 1579, or early in 1580, he began setting up astronomical instruments. But it soon became clear that conditions at Benatek were very different from those at Hven. The Emperor himself was a curious character; he was mainly interested in astrology and 'alchemy' (the so-called making of gold out of base elements), and he was both melancholy and incompetent. All through his reign his country was in a state of unrest and financial ruin. Even before the arrival of Tycho's arrival the Emperor was short of money, and it was not easy for him to pay Tycho the salary which he had promised. Before long Benatek was given up, and Tycho settled in Prague itself. By this time he had been joined by a younger man, Johannes Kepler, who was later to make the best possible use of the observations which Tycho made during his stay at Benatek. They got on not always on good terms, and it is very likely that the main fault was Tycho's, but they managed to work together for some time. Towards the end of 1601 Tycho became ill, and died on November 24, so that Kepler came into possession of his observations. In every way Tycho Brahe was a picturesque figure. Hasty, intolerant, proud and often cruel, he was at the same time brilliant and generous-hearted towards others. Nothing now remains of his 'star castles' at Uraniborg and Stjerneborg on Bornholm, though nobody else ever used them, so that after his departure from Hven they fell quickly into ruin. Yet it was Tycho's labors there which enabled his successor, Kepler, to prove once and for all that the Earth is an ordinary planet moving round the Sun. RUDOLPHINÆ. QUOTIUS ASTRONOMIA INVENTOR Tychonis Brahe Tychone Ex-Regio-Opera-Imprimis-Conservatorum FRIEDRICH ANIMO CONCERENTIAE ET DISTINCTA EANDUM HOC LIBRO DESCRIPTA ET EXPOSITIONE TARDEN TRACTATUS IN GERMANNICUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM SUBLIME ET EXCELSUM REGNUM ROMANUM JOANNES KEPLERUS, FRAUNHOFFER'S ASTRONOMICAL OBSERVATORY, GÖTTINGEN. JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS JOANNES KEPLERUS40 **legends in the sky** A diagram showing the positions of several stars relative to each other. The labels are: Alpheratz, Schuster, PEGASUS, Enif. **PEGASUS, THE FLYING HORSE.** Pegasus, one of the figures of the Persus legend, is a constellation; it is marked by four stars arranged in a square. For some reason, however, one of the stars (Alpheratz) is now included in the neighbouring constellation Andromeda, and is officially termed Alpha Andromedae; it used to be known as Delta Pegasi. This is only one of many such stories, but Bayer was concerned with a convenient nomenclature rather than legend. Many of the brightest stars, such as Sirius, Betelgeux and Rigel, had separate names, but it was clearly impossible to name each star in such a way, and something better was needed. What Bayer did was to take each constellation and allot each star in it a Greek letter, beginning with Alpha (Alpha) for the brightest star (the last (Omega). Thus the brightest star in Andromeda became Alpha Andromedae (Alpha of Andromeda); the second brightest should have been Beta, the third Gamma, and so on. Similarly, the brightest star in Ursa Minor, the Little Bear, became Alpha Ursae Minoris, the official designation of the famous Pole Star. Actually, it sometimes happened that the stars became out of order. For example, Alpha Orionis, or Betelgeux, is not so brilliant as Beta Orionis, or Rigel. Hence when the system was clearly a good one, and Bayer's letters are still used. We know very little about Bayer himself, and he accepted Tycho Brahe's star positions and magnitudes without question, but for his catalogue alone he deserves to be remembered. By now the positions of the stars had been charted as accurately as possible during pre-telescopic days, and their right ascensions and declinations were known with some precision. These terms too are still in use, and correspond more or less to longitude and latitude on the surface of the Earth. We may begin by supposing the sky to be solid—the celestial sphere, as shown on page 41, with the Earth in the middle. Northward, the Earth's axis points to the North Celestial Pole, roughly at N 71° 30'. This is the nearest naked-eye object being a fifth-magnitude star known as Sigma Octantis (Sigma in Octans, the constellation of the Octant). On Earth, the latitude of a place is reckoned according to its angular distance north or south of the terrestrial equator. London, for instance, has a latitude of between 51° and 52°. We can imagine that the Earth's equator is projected on to the celestial sphere; this gives us the equator of the sky. The angular distance of a star from this equator is called its declination. For example, Sirius has a declination of S. 6° 30', so that it is 16 degrees 30 minutes south of the celestial equator; Vega, the brilliant blue star in Lyra (the Lyre) is N. 38° 44', and so on. If Polaris lay exactly at the pole of the sky its declination would A diagram showing the positions of several stars relative to each other. The labels are: Mizar, Alcor, Megrez Dubbe Merak URSA MAJOR (the Great Bear). **URSA MAJOR, THE GREAT BEAR.** The seven famous stars make up the 'Plough' or 'Big Dipper', but the whole of Ursa Major is a very excellent constellation. The Greek Alphabet
a Alpha
β Beta
γ Gamma
δ Delta
ε Epsilon
ζ Zeta
η Eta
θ Theta
ι Iota
κ Kappa
λ Lambda
μ Mu
ν Nu
ξ Xi
ο Omicron
π Pi
ρ Rho
σ Sigma
τ Tau
υ Vpsilon
φ Phi
χ Chi
ψ Psi
ω Omega
DECLINATIONS OF CELESTIAL OBJECTS. The declination of a body in the sky is the angular distance north or south of the equator; the celestial equator is the projection of the Earth's equator on to the celestial sphere. Sirius, shown in the diagram below, has a declination of about +16 degrees south. The North Celestial Pole has, of course, a declination of N. go degrees; Polaris, the North Star, lies at the pole. There is no conspicuous star within this distance of the South Celestial Pole. The declinations of the stars vary slowly with time, due to precession; the declinations of the Sun, Moon and planets naturally alter much more rapidly. be N. go°, and anyone standing at the North Pole of the Earth would see Polaris directly overhead. This is not quite the case; the declination is N. go°4', so that the star lies 56 minutes of arc away from the pole—another fact which navigators have to be careful to allow for in their calculations. Declination, then, corresponds more or less to latitude on the A diagram showing the positions of celestial bodies relative to the Earth's poles and equator. - The Earth is depicted as a sphere with its poles labeled "N. Pole" and "S. Pole". - The Celestial Equator is drawn as a horizontal line around the Earth's equator. - The North Celestial Pole is marked with a star labeled "Sirius". - The South Celestial Pole is marked with a star labeled "Polaris". - The diagram shows that Sirius (the North Star) is approximately at the North Celestial Pole. - The diagram also shows that Polaris (the North Star) is approximately at the South Celestial Pole. - The diagram indicates that other stars are located at various declinations above or below these poles. - The diagram includes labels for "Equator", "London", "Paris", and "New York". - The diagram also includes a label for "Celestial Equator". - The diagram includes a label for "Sirius". - The diagram includes a label for "N. Pole". - The diagram includes a label for "S. Pole". - The diagram includes a label for "Celestial Equator". - The diagram includes a label for "Sirius". - The diagram includes a label for "N. Pole". - The diagram includes a label for "S. Pole". - The diagram includes a label for "Celestial Equator". - The diagram includes a label for "Sirius". - The diagram includes a label for "N. Pole". - The diagram includes a label for "S. Pole". - The diagram includes a label for "Celestial Equator". - The diagram includes a label for "Sirius". - The diagram includes a label for "N. Pole". - The diagram includes a label for "S. Pole". - The diagram includes a label for "Celestial Equator". - The diagram includes a label for "Sirius". - The diagram includes a label for "N. Pole". - The diagram includes a label for "S. Pole". - The diagram includes a label for "Celestial Equator". - The diagram includes a label for "Sirius". - The diagram includes a label for "N. Pole". - The diagram includes a label for "S. Pole". - The diagram includes a label for "Celestial Equator". - The diagram includes a label for "Sirius". - The diagram includes a label for "N. Pole". - The diagram includes a label for "S. Pole". - The diagram includes a label for "Celestial Equator". - The diagram includes a label for "Sirius". - The diagram includes a label for "N. Pole". - The diagram includes a label for "S. Pole". - The diagram includes a label for "Celestial Equator". - The diagram includes a label for "Sirius". - The diagram includes a label for "N. Pole". - The diagram includes a label for "S. Pole". - The diagram includes a label for "Celestial Equator". - The diagram includes a label for "Sirius". - The diagram includes a label for "N. Pole". - The diagram includes a label for "S. Pole". - The diagram includes a label for "Celestial Equator". - The diagram includes a label for "Sirius". - The diagram includes a label for "N. Pole". - The diagram includes a label for "S. Pole". - The diagram includes a label for "Celestial Equator". - The diagram includes a label for "Sirius". - The diagram includes a label for "N. Pole". - The diagram includes a label for "S. Pole". - The diagram includes a label for "Celestial Equator". - The diagram includes a label for "Sirius". CULMINATION CULMINATION OF A STAR. A celestial body is said to culminate when it reaches its greatest apparent height above the horizon. A diagram showing the apparent path of Mars in May 1960. The diagram shows Mars moving from the southern into the northern hemisphere of the sky. APPARENT PATH OF MARS IN MAY 1960. Between May 6 and May 16, Mars passed by the First Point of Aries (Vernal Equinox) and also moved across the equator from the southern into the northern hemisphere of the sky. A diagram showing the positions of the stars Denebola, Algol, Regulus, and Leo (the Lion). LEO. Leo, the Lion, is one of the Zodical constellations. It contains one first-magnitude star (Regulus), and the "Sickle", shaped rather like a sickle, which is formed by two stars going way round, it is very easy to identify. Algolha and Denebola are of the second magnitude at its greatest height above the horizon, so that we say it culminates. The difference in time between the culmination of the Vernal Equinox and the culmination of any particular star gives us the star's right ascension. Sirius, for instance, crosses the meridian 6 hours 43 minutes after the Vernal Equinox has done so, and we say that its right ascension or R.A. is 6h 43m. The right ascension of Vega is 18h 35m; of Rigel in Orion, 5h 12m. It may sound confusing to measure the equivalent of 'sky longitude' in units of time instead of angular measure, and various other astronomers in different ways on this whole astronomers have found that this is the most convenient method. Once we know a star's right ascension and declination, we can fix its position in the sky just as accurately as we can fix a position on the Earth by quoting latitude and longitude. The stars are so far away that they seem to keep in almost the same relative positions. The right ascensions and declinations change very slowly because of the effects of precession, but this is due to the wobbling of the Earth's axis, and has nothing to do with the stars themselves. We can also give the right ascensions and declinations of the Sun, Moon and planets, but obviously these will change rapidly. For instance, the positions for Mars during May 1960 were as follows: May 6: R.A. 23h 47m, Decl. S. 2° 55'. May 16: oh 15m, N. o° 6'. May 26: oh 43m, N. 3° 5'. Between the 6th and 16th then, Mars passed by the Vernal Equinox; it also crossed over the celestial equator from south to north. Today we can work out the right ascension and declination of a star or planet to within a tiny fraction of a second of arc. Tycho, as we have seen, had to be content with an accuracy within 1 or 2 minutes of arc. Yet this is no reflection upon his skill. Considering that he had no telescopes, it is amazing that he was as correct as he was, and Bayer had every confidence in adopting the conditions which he had given. Kepler too was wrong about Tycho—and it is ironical that he used the great Danish astronomer's work to prove the truth of the Copernican system which Tycho himself had so decisively rejected. 8 the laws of Johannes Kepler THE FIRST OF THE TRAGEDIES resulting from the 'Sun-centred' theory took place on February 17, 1600. Giordano Bruno, who was not strictly an astronomer but who nevertheless possessed deep scientific knowledge together with an inquiring mind, had been going around Europe teaching the truth of the Copernican theory that the Earth is a moving planet. This did not please the Church authorities, who insisted that the Earth must be the centre of all things. Bruno was arrested and imprisoned, and finally Bruno came to Rome, and was captured by the dreaded Inquisition. After being kept in prison for seven years, he was burned at the stake. It would be wrong to suppose that Bruno was burned only because he had supported the idea that the Earth goes round the Sun; this was only one of his many crimes in the eyes of the Church. Yet it shows that to teach such theories was extremely dangerous, even though the far-sighted scientist would be lucky if he did not find himself in serious trouble. Tycho, of course, was in no danger at all, because up to the time of his death at the end of 1601 he still felt sure that the Sun moved round the Earth. He undoubtedly hoped that his pupil Johannes Kepler would use all the Hven observations to prove the clashing and unlikely Copernican theory. Kepler began his work with an open mind. Fortunately he was as brilliant as a theorist as Tycho had been as an observer. Johannes Kepler was born at Weil der Stadt, in Württemberg (Germany) in 1571. His home life was the reverse of happy, and when he was four years old he became so seriously ill that he was left with a partially crippled hand, poor eyesight and a general deformity. His health is therefore not surprising though he made very few astronomical observations himself. As he wrote, his eyes 'were not keen enough'. He went to Tübingen University, planning to enter the Church. However, he soon turned his attention to astronomy, and in 1594 accepted a lecturing post at the University of Graz. Two years later he published his first book, under a Latin title which may be translated as 'The Harmony of the World', containing 'Discovering the Mystery of the Universe'. It contained a certain amount of useful science, though it also included a great deal of astrological superstition mixed in with some quite unsound ideas. Tycho Brahe was among those who read Kepler's book, and he was highly impressed by it. Here, surely, was a man who would be able to make proper use of the Hven observations! Tycho invited Kepler to join him and become his assistant. But Kepler had to accept a position in religious troubles at Graz, and it was impossible for him to stay there. In 1600 the young German mathematician joined the old Dane at Prague. Less than two years later Tycho died, and Kepler succeeded him as Imperial Mathematician to Rudolph II. Now Kepler began his main life's work. Using the Hven Johannes Kepler, who drew up the famous Laws of Planetary Motion Sundial, constructed by Erasmus Habermel, a mechanican at the Court of Kepler's benefactor the Emperor Rudolph II 44 the laws of Johannes Kepler DRAWING AN ELLIPSE. An ellipse may be drawn quite simply. Fix two pins into a piece of board, and join them with a thread, leaving enough slack in the thread for the pencil, through the thread, and trace out a curve. This will be an ellipse, and the pins will be at the foci. The nearer they are to the pins, the more eccentric will be the ellipse. When the two pins come together at a single point, the eccentricity is zero, and the ellipse becomes a circle. The planets known in ancient times are almost circular, but not quite—and it was this slight departure from circularity that led Kepler to prove the truth of the heliocentric theory as opposed to the Ptolemaic. FOCI Pin Spring Pin Tycho's star catalogue was by far the best yet made, and demonstrated his superlative skill as an observer. The relative or proper motions of the stars are so slight that for most purposes we may neglect them; and Kepler, indeed, did not know of such motions until Tycho had first laid hold on the apparent wanderings of the planets, particularly Mars. Fortunately, Tycho had made very accurate measurements of the positions of Mars, and Kepler was quite sure that he was justified in placing complete trust in them. His task proved to be even more difficult than he had expected. The movements of Jupiter and the other planets could not be accounted for on the theory that they moved round the Earth; neither did the positions fit the idea that the planets move around the Earth, moved round the Sun in circular orbits. Kepler tried hard to make Tycho's observations fit, but for many years he failed to do so. The measured positions of Mars almost agreed with theory—but not quite. And then, at last, Kepler hit upon the truth. The planets move round the Sun indeed, but they do so in orbits which are almost circular. Kepler found that the planetary orbits were ellipses of very slight eccentricity—in fact, they were almost circular, but the slight difference between circle and ellipse allowed Tycho's observations to fall beautifully into place. To show what is meant, let us give some of the modern measures of planetary distances from the Sun. This means that the distance between the Earth and the Sun varies by about 1/3 million miles from its average value of 93 million miles. **DISTANCES OF PLANETS FROM THE SUN** Venus: maximum 67,600,000 miles; mean, 67,200,000 miles; minimum, 66,700,000 miles. Earth: maximum 94,600,000 miles; mean, 93,903,000 miles; minimum, 91,400,000 miles. Mars: maximum 154,300,000 miles; mean, 141,500,000 miles; minimum 83,950,000 miles. (The figures for the Earth are according to H. Spencer Jones. New methods, developed very recently, indicate that the mean distance may in fact be slightly less than 93,900,000 miles. The latest value given by Russian astronomers is 92,868,000 miles.) Oddly enough, we are at our closest to the Sun in December, when the northern hemisphere is experiencing winter. The diagram will explain why this is so. In December, the Earth's North Pole is tilted away from the Sun, and so the solar rays fall at an angle; in July, the north part of the Earth is tilted towards the Sun, and the rays are more direct. Our seasons are due mainly to the inclination of the axis, and not to the Earth's changing distance from the Sun. The effect of even lower eccentricity, but Mars moves in a less circular path. This was fortunate for Kepler, since Mars was the world upon which he concentrated his main attention. Now that he had taken the first real step, Kepler was able to MARS, SEPTEMBER 30, 1956. 22N; REFLECTOR X 360. The prominent mountain range left-hand side of the disk is the Spitzr Major. Drawing made at the telescope by Patrick Moore draw up his three famous Laws of Planetary Motion. The first two were published in 1609, and the third ten years later. All three are so important in astronomical theory that they are worth describing in rather more detail. Law 1 says that the Sun is already met; it states that the planets move round the Sun in ellipses, the centre of the Sun being placed in one focus of the ellipse, while the other focus is empty. Law 2 states that the radius vector of the planet sweeps out equal areas in equal times. The radius vector is an imaginary line joining the centre of the Sun to the centre of the planet. This is illustrated in the diagram, in which the Sun is represented by S. Suppose that the planet moves from A to B in the same time as it does from C to D. Then ASB must be equal to the yellow area CSD. In other words, a planet moves quickest when it is closest to the Sun. This naturally applies to the Earth; in December we are travelling slightly faster than in July. (To make the diagram clear the orbit had to be drawn as rather eccentric, whereas—as we have seen—the real orbits of the planets are very nearly circular.) Law 3 states that for any planet, the square of its *sidereal period* (time taken to complete one journey round the Sun) is equal to the cube of the planet's mean distance from the Sun. This may sound rather confusing, but it means that there is a definite relationship between the distance of a planet and the time which it takes to go once round the Sun. This important third Law was published in a book called *Harmonices Mundi* ("The Harmony of the World"), which, as usual, contained valuable scientific discoveries mixed up with astrological and mystical nonsense. It should be understood that Kepler, as Imperial Mathematician, had to be an astrologer too—officially at least. His benefactor, the Emperor Rudolph II, was more interested in astrology than in true astronomy. Unfortunately Kepler was finding things increasingly difficult. Rudolph died in 1612 and Kepler did not long afterwards. Money was very short, and Kepler did not often receive his promised salary, so that in 1616 he moved to Linz, in Austria, and began lecturing at the University there. About this time his wife died, and also one of his three children. Kepler later married again. There were further troubles in 1620, when his mother, Catherine Kepler, was arrested on a charge of witchcraft. In view of the perils she had gone through during her life, it seems strange to have been a most unpleasant woman, and may well have looked rather like the popular idea of a witch. Johannes Kepler fought energetically to secure her acquittal, and finally he succeeded, though his mother did not live for long after her release from prison. He was carrying on with his scientific work, and it would be wrong to suppose that his fame rests only upon his Laws of Planetary Motion. He wrote an important book about comets, and another in which he gave a full outline of the Copernican system. Strangely, perhaps, the Church authorities did not trouble him on this account, but in 1626 religious difficulties led to his being forced to leave Linz. Meanwhile he was working upon improved tables for planetary positions, and he called them the Rudolphine Tables A diagram showing four seasons: Spring (top), Summer (middle left), Winter (middle right), Autumn (bottom). Each season is represented by a circle with a central dot representing the Sun. The circles are labeled "SPRING", "SUMMER", "WINTER" and "AUTUMN". **THE SEASONS.** This drawing relates to the northern hemisphere of the Earth; in the southern hemisphere conditions are of course reversed. During northern summer, the northern hemisphere is tilted towards the Sun, and the rays strike this hemisphere more directly. At this time the Earth is actually at its greatest distance from the Sun (over 94,000,000 miles). A diagram showing a planet orbiting around a star. The diagram is labeled "Kepler's Second Law". It shows a planet moving from position A to B over a shorter time than from position C to D over a longer time. The diagram also shows that at its closest approach to the Sun (position A), a planet moves at its quickest. **KEPLER'S SECOND LAW.** S represents the Sun; A, B, C and D a planet in four different positions in its orbit. According to Kepler's Law, a planet moves at its quickest when at its closest to the Sun. 45 46 the laws of Johannes Kepler PHOTOGRAPHS OF AN ECLIPSE OF THE MOON. Totality occurred between the fifth and sixth of November, 1606. The Moon is plainly visible even when totally eclipsed, though it is on record that at some eclipses the Moon has disappeared completely for a short period. THEORY OF AN ECLIPSE OF THE MOON. An eclipse occurs when the Moon passes into the shadow cast by the Earth. [This diagram is not to scale] in honor of his old benefactor the Emperor Rudolph II. But he was still desperately short of money, and it was almost impossible for him to obtain the salary due to him as Imperial Mathematician. At last, in 1630, he set out on a journey to press his claim to the sum which had been due, but the journey was too much for him in his weakened state, and on November 15th died. Though Kepler was not a true observer himself, mainly because of his poor eyesight, he was very interested in the new telescopes invented in 1608 and first turned to the heavens less than two years later by Galileo. He also made some other notable advances in astronomical theory. For instance, he explained why the Moon appears to move across the sky during a lunar eclipse. As we have seen, a solar eclipse is caused when the Moon passes in front of the Sun and blotts out the brilliant solar disk. An eclipse of the Moon is quite different in nature, as is shown below. The Earth, like any other solid body, casts a shadow. When the Moon moves into this shadow its source of direct sunlight is cut off; the Sun, Earth and Moon are then lined up, with the Earth between them. Unlike a lunar eclipse, the Moon does not disappear completely. The Earth's blanket of atmosphere bends or refracts some of the sunlight on to the lunar surface, and instead of vanishing the Moon becomes dim and, generally, reddish-colored. Lunar eclipses may be either total or partial. They are not particularly spectacular phenomena in themselves, but they are beautiful to watch, and at any one place on the Earth they are seen more frequently than eclipses of the Sun. This is because a lunar eclipse, when it occurs at all, may be seen from a complete hemisphere of the Earth. Binoculars or a small telescope will show the coloration well, and it is worth remembering that this coloration was first explained by Johannes Kepler more than three hundred years ago. A series of photographs showing an eclipse of the Moon. A diagram illustrating a lunar eclipse. The Sun is shown on the left side of the diagram, with a line extending from it towards the center where it intersects with a line drawn from the Earth towards the right side of the diagram (representing the Moon). A smaller circle representing the Earth is located near the center of this line. A larger circle representing the Moon is located near the right side of this line. The area between these two circles represents the shadow cast by the Earth on the Moon. The area outside this shadow represents the part of the Moon that is illuminated by sunlight. A diagram showing how a lunar eclipse occurs. The Sun is shown on the left side of the diagram, with a line extending from it towards the center where it intersects with a line drawn from the Earth towards the right side of the diagram (representing the Moon). A smaller circle representing the Earth is located near the center of this line. A larger circle representing the Moon is located near the right side of this line. The area between these two circles represents the shadow cast by the Earth on the Moon. The area outside this shadow represents the part of the Moon that is illuminated by sunlight. 9 telescopes and the stars THE YEAR 1609 MUST be regarded as one of the most important in the whole story of astronomy. It saw the publication of Kepler's first two Laws, based on the observations made long before by Tycho Brahe. More important, however, was the first use of the telescope in studying the celestial bodies. Up to this time astronomers had to depend solely upon their eyesight, or else upon the naked eye, to see any of the stars and planets, but they could see them as nothing more than points of light. The Chinese and other ancient peoples had reported occasional dark patches on the face of the Sun, and the Moon's disk was clearly mottled with bright and grey areas, but it was impossible to find out anything useful concerning the surface features. All this had changed in a period of only a few months. The principle of using a telescope was discovered by a Dutch spectacle-maker, Hans Lippershey. He was not an astronomer, and probably he never thought of using the new instrument to look at the heavens; but before long, news of his discovery spread. In particular it came to the ears of Galileo Galilei, Professor of Mathematics at the Italian University of Padua. Galileo was born in 1564 (the same year as Shakespeare), and at the age of seventeen he decided to go to Padua to study medicine. He soon gave up this idea; he was much more interested in mathematics and experimental science, and when he was only eighteen he made his first important discovery. He found that when a pendulum is set swinging, the time taken for one complete to-and-fro movement depends entirely upon the length of the support and upon its weight, and not upon itself. Moreover, this time taken for a full oscillation does not alter even when the pendulum has nearly stopped. A pendulum therefore is extremely valuable as a means of measuring intervals of time. All through his life Galileo tried to build a true pendulum clock, and actually designed one, though it is unlikely that he ever built it. In 1590 he was appointed Professor of Mathematics at Pisa, and his fame grew quickly, not only because of his discoveries but because he was clearly unwilling to take anything 'on trust'. For instance Aristotle, the Greek scientist who had lived nearly 2,000 years before, had said that a heavy body must fall to the ground more rapidly than a lighter one, and nobody had ever questioned this until Galileo did so. It is often said that he climbed the famous Leaning Tower of Pisa and dropped stones of different weights from the top, showing that they hit the ground at the same moment. This is certainly true enough in a kind of way; true, but Galileo would have been quite capable of carrying out the experiment if he had thought it worth while. A stone will certainly drop more rapidly than a feather, but this is because of the resistance caused by the air. Were there no atmosphere round the Earth, the stone and the feather would fall at exactly the same rate. GALILEO. A portrait of Galileo Galilei, the great Italian scientist who was the first to use a telescope for astronomical purposes. Galileo was also a pioneer of experimental mechanics. THE LEANING TOWER OF PISA. It has been said that Galileo dropped stones from all the top of the famous Leaning Tower of Pisa, though as a matter of fact he never carried out this experiment. Photograph by Dominic Fuller. 48 telescopes and the stars TWO OF GALILEO'S TELESCOPES, preserved in the Tribuna di Galileo in Florence, Italy. The one on the left shows the four satellites of Jupiter that were discovered, is mounted in the centre of the ivory frame. THE PLEIADES, photographed in red light with the 18-inch Schmidt telescope at Palomar In 1592 Galileo became Professor of Mathematics at Padua, and went on with his experimental work. By this time he had apparently become sure that Copernicus had been right in saying that the Earth moves round the Sun, but as yet he had made no astronomical discoveries himself. The appearance of a brilliant 'new star' in 1604 reawakened Galileo's interest in the skies. Like Tycho's Star of 1572 it may well have been a supernova, and it became so bright that nobody could overlook it. (It is often known as Kepler's Star, because Kepler was among those who observed it.) Galileo made careful measurements of its position, and satisfied himself that it was much more remote than any of the planets, though he could not be expected to understand its true nature. Through his telescope at Padua, he received the news of Lippershey's discovery. Let us quote Galileo's own words, written later in his famous book Sidereus Nuncius ("The Sideral Messenger"): About ten months ago a report reached my ears that a Dutchman had constructed a telescope, by the aid of which visible objects, although at a great distance from the eye of the observer, were seen distinctly as if near... At length, by sparing neither labor nor expense, I succeeded in constructing for myself an instrument so superior that objects seen through it appear magnified nearly a thousand times, and more than thirty times greater than they are viewed by the natural powers of sight alone. Telescopes of this kind are known as refractors, and the principle of a modern refractor is shown in the diagram. The light from the Moon, or whatever object is to be studied, falls upon a glass lens known as an object-glass. This bends the light-rays and brings them together at a point known as the focus, where an image of the Moon is formed. This image is then magnified by a second lens known as an eyepiece. The distance between the object-glass and the focus is known as the focal length. Galileo's first instrument was feeble judged by modern standards, and had an object-glass only 1 inch in diameter, whereas as the largest refractor at present in use, that at Yerkes Observatory near Chicago, has an aperture of 40 inches. Yet Galileo was able to make a whole series of amazing discoveries, and it was his work during the years from 1609 to 1619 which marks the beginning of telescopic astronomy. It is interesting to note that Galileo was not the first man to use a telescope in this way. It is just possible, though unlikely, that an Englishman named Leonard Digges--about whom we know almost nothing apart from the fact that he died in 1571--made some sort of optical instrument, and similar claims have been put forward for Roger Bacon and for an Italian named Pozzi. Moreover there were two other men who certainly began telescopic work about the same time as Galileo--independently of him. One was an Englishman, Thomas Harriot, who once acted as tutor to Sir Walter Raleigh; the other a German, Simon Mayer (better known as Marius). But however this may be, Galileo followed up his observations with such skill and energy that he is certainly entitled to the main credit. PRINCIPLE OF THE REFRACTOR. The light is collected by the object-glass Naturally enough, the first thing that he looked at was the Moon. At once he saw that the lunar surface is rough and moun- tainous. Along the terminator, or boundary between the daylight and night, he noticed a great number of craters, which he found that these could be due only to mountain-tops catching the sunlight, so giving the terminator a rough and uneven appearance. He saw the grey plains, which later became known as 'sea's', though Galileo himself did not believe that there was any water in them; again he has been shown to be correct. He described the valleys, and also saw the great circular formations which we now call craters. He drew up the first telescopic map of the Moon's surface, and tried to measure the heights of the peaks, though his results were not accurate. The next thing he found was that the stars did not show obvious disks in his telescope. No matter what the magnification, they still appeared as tiny points of light. Of course they seemed more brilliant, and more of them were visible; he could go down well beyond the sixth magnitude. He gave, as a typical instance, a star called Aldebaran in the Bull. To the naked eye six stars are easily visible on a clear night, but Galileo's telescope showed him at least forty, and we now know that the cluster includes several hundreds of faint stars. It is not surprising that Galileo failed to see stellar disks. Even with our great modern telescopes a star still appears as a tiny point, because all the stars are so far away. They are not really small, but if you use a telescope and see a star as a balloon of light you may be sure that either your telescope is not properly focused or that there is something else wrong with it. Galileo then turned his attention to the Milky Way, the glorious band of radiation which stretches across the sky and is a lovely spectacle. He found that it was made up of a mass of stars apparently crowded close together. Again he was correct, as any modern binoculars will show. In 1610 Galileo first looked at the planets through his telescope, and again he made some remarkable discoveries. On January 7 he found that Jupiter was attended by 'three little stars'. Within a few weeks he had established that there were four such objects, and that they were not ordinary stars; they were moons or satellites revolving round Jupiter just as our Moon revolves round the Earth. This discovery seems to have excited Galileo more than any other. The system of Jupiter seemed to be a Solar System in minia- ture, and he became more than ever convinced that Copernicus had been right. He found a still more positive proof when he saw that the planet Venus shows *phase*, or changes of shape, similar to those of the Moon. When Venus was crescent, something a half, and sometimes almost a full disc. Let us look back for a moment at the old Ptolemaic system. On this theory, both Venus and the Sun moved round the Earth, but to explain the apparent movements of Venus it had been necessary to suppose that the planet had a complex motion. It moved round a point or deferent, lettered D in the diagram, while D itself moved round the Earth in a perfect circle. If E **telescopes and the stars** 49 **VENUS AT CRESCENT PHASE.** From an illustration by Patrick Moore on September 15, 1958, with an 8-inch reflector, × 300. Drawing by D. A. Hardy **A MODERN REFRACTOR.** This is the refractor at the Sternberg Institute in Moscow; the object-glass is 8 inches across. Photograph by Patrick Moore, 1960 50 telescopes and the stars represented the Earth and S the Sun, then according to Ptolemy, the line EDS was always straight. We know that Venus shines by reflected sunlight, so that only half the planet is luminous; the other half—the half turned away from the Sun—is dark. On Ptolemy's theory, then, it is clear that Venus could never show as a full disk, or even a half. Yet it does—and often does! The lower diagram shows the true position. Both Venus and the Earth go round the Sun, the Earth in 365½ days and Venus in 224½ days. When Venus is in the position marked 'New', it is almost between us and the Sun, and cannot be seen. At dichotomy (a Greek term meaning 'cut in half') it appears as a half disk, and at full it shows a circular disk, though it is then on the far side of the Sun and cannot be seen. This was decisive. Ptolemy's theory was wrong; therefore, the Sun-centred idea must be right. Galileo was never inclined to keep his opinions to himself, and he openly taught the truth of the Copernican doctrine. The publication of Sidereus Nuncius, not long afterwards, made him world famous. It also led to the first signs of trouble with the Catholic Church. Many people thought that another Galileo could be right in all he said; he was even accused of bewitching his telescopes. Moreover, there were some things which were hard to explain. The planet Saturn, in particular, showed a triple appearance which later vanished, and it was not until 1653 that the Dutch astronomer Huygens accounted for this satisfactorily. Galileo also observed sunspots, showing that the Sun was by no means the unblemished orb that many thought it to be. But the real trouble was Galileo's outspoken support of Copernicus. In 1616 the Church authorities stated 'that the doctrine that the Sun was the centre of the world and immovable was false and absurd, formally heretical and contrary to Scripture', and Galileo was officially warned to alter his views. Meanwhile he had resigned his post at Padua, and had settled in Florence as mathematician to the Grand Duke of Tuscany. For a while he was left more or less in peace. Then, in 1624, he published his great book Dialogues Concerning the Two Chief World Systems—Ptolemaic and Copernican. This is in the form of a conversation between two imaginary philosophers, and Galileo showed his faith in Copernicus so clearly that the Church took action. In 1629 he was summoned to Rome, and forced to 'abjure' his errors. He did so reluctantly but without any doubt moves round the Sun. He was too wise to protest—at least openly; in those days the Church was all-powerful, and it was only thirty-three years earlier that Giordano Bruno had been burned at the stake. By now Galileo was an old man, and the rest of his life was passed at his home in Arcetri. He was carefully watched by the Church authorities, and expressly forbidden to carry on with his astronomical work. Most of his last years he became totally blind. Even so he still managed to accomplish great things, and one major discovery which he made during this period concerns the rotation of the Moon. The Moon moves round the Earth in a period of twenty-seven MOVEMENTS OF VENUS ACCORDING TO PTOLEMY'S THEORY. According to Ptolemy, both Venus and the Sun move round the Earth, and the line joining the Earth, the Sun, and Venus is always straight. This would mean that Venus could never show as a half or full disk; it would always be crescent-shaped. Though there have been many reported cases of the crescent shape of Venus being visible to the naked eye, it is certain that nobody could follow its movements accurately before 1609 AD; and until the invention of the telescope there could therefore be no certain proof. When Galileo used his telescope to observe Venus, he saw at once that the old theories must be wrong, since they could not possibly account for Venus' behavior. CORRECT THEORY OF THE MOVEMENTS OF VENUS. The planet may be seen as a crescent, half or full disk. (This drawing is not to scale) A diagram showing different positions of Venus relative to Earth and Sun. A diagram showing different positions of Venus relative to Earth and Sun. telescopes and the stars 51 and one-third days. It also spins once on its axis in twenty-seven and one-third days, so that it keeps the same face towards us all the time; the effect is much the same as for a man who walks round a chair, turning so as to keep his face towards the chair—in which case the back of his neck will never be turned 'chairward'. From the Earth, part of the Moon is permanently invisible, and remained unknown until the Russian rocket Luna III passed round the Moon, in 1959, and sent back photographs of the hidden side. Yet as Galileo found, the Moon seems to sway very slowly to and fro in the sky. Sometimes a little of one side is revealed; sometimes a little of the opposite side. The reason is that while the Moon spins on its axis once every two weeks, it also moves around the Earth changes. It moves in an orbit which is not a circle, but an ellipse, and naturally it moves fastest when it is closest to us. (The actual distance from the Earth varies between 220,000 and 252,000 miles.) Therefore the position in orbit becomes periodically 'out of step' with the amount of axial spin, and we can see for some distance round alternate edges. From the Earth we can examine a total of 59 per cent of the lunar surface, though of course we cannot see any one spot more than once. This effect is known as the Moon's libration in longitude. Galileo died in 1642, at his home in Arcetri. By that time he was worn-out and sightless, but he had accomplished great feats, and had ensured that his name will never be forgotten. It is possible to make a telescope not unlike Galileo's, at very low cost. Go to an optician and buy a spectacle-lens from 1 to 2 inches diameter. Cut off about half of this lens; ask also for a smaller lens of shorter focal length, to act as the eyepiece. Fix them into cardboard tubes, as shown here, using glue and slots; make some sort of rough mounting, and you will have an instrument powerful enough to show the mountains of the Moon, the stars of the Milky Way, and the satellites of Jupiter—almost as well as Galileo himself saw them so long ago. A diagram showing how to make a simple telescope. **THE LUNAR MARE CRISIUM.** The Mare Crisium, or Sea of Griefs, is one of the smaller but most conspicuous of the lunar maria. It lies fairly close to the limb, and its appearance is therefore markedly affected by libration. Lark Observatory photograph. **MAKING A SIMPLE TELESCOPE.** It is simple enough to make a small refractor out of cardboard tubes. The focal length must be short because the rest is low, and the construction takes only an hour or two. A diagram showing how to make a simple telescope. **Object glass** **Eyepiece** **Rays of light** **Eye of Observer** **THE REFRACTING TELESCOPE** **Cardboard tube** **Sliding tube** **Spectacle lens** **A HOME-MADE TELESCOPE** A top-down view of a large, orange pumpkin with a green stem at the top. A side view of the same pumpkin, showing its round shape and smooth surface. SOLAR DOMES AT TULKOVO. The old observatory at Leningrad, U.S.S.R., was destroyed during the war, and the present buildings are modern. The photograph, taken by Patrick Moore in 1960, shows domes housing equipment for studying the Sun. A large, circular building with two domed roofs, surrounded by a garden. **10 the face of the Sun** GALILEO'S ASTRONOMICAL TELESCOPE allowed him to make a whole series of remarkable discoveries. It was in 1613 that he first saw that the Sun, which had always been regarded as a pure and unblemished disk, was not so perfect as had been believed. Here and there its dazzling disk was found to be disturbed by darker patches, now known as sunspots. Such patches had been observed long before, by the Chinese. The ancient sky-watchers had no telescopes, but exceptionally large sunspots are visible without any optical aid when the Sun is shining through mist or light fog, so that its brightness is reduced. Galileo's discovery of sunspots was made accidentally. They were detected at about the same time by two other men—Christopher Scheiner, a German Professor of Mathematics, and Johann Fabricius, a young and promising observer who unfortunately died in 1616 when aged twenty-nine. However, the question of priority is not in the least important. The sunspots existed, and some way of explaining them had to be found. Galileo himself was at first doubtful of their reality. He wrote to his observer in Padua on 25 January 1613. His words were: Having made repeated observations I am at last convinced that the spots are objects close to the surface of the solar globe, where they are continually being produced and then dissolved, some quickly and some slowly; also that they are carried round the Sun by its rotation, which is completed in a period of about one lunar month. This is an occurrence of the first importance in itself, and still greater in its implications. The Church authorities particularly disliked the idea that the Sun might have spots on it, and Galileo became involved in a number of arguments. THE GREEN AND RED FLASHES. These and other low-sun phenomena are due to the effects of the Earth's atmosphere. Photographs by Father D. J. K. O'Connell, S.J., Vatican Observatory. PROJECTING THE SUN. The only safe way to observe the Sun is to use a telescope to project the solar image on to a screen. This is done at the Royal Observatory, W.M. Blaster in his observatory at Acton, London. The telescope is a 4-inch refractor. 54 the face of the Sun A SPUT DRAWING BY SCHEINER. This series of observations was made in 1625 by Christopher Scheiner. Scheiner was one of the first telescopic observers to record sunspots, and their importance was recognized by Galileo with regard to priority--though in fact the question of priority is not in the least important. SUNSPOT DRAWINGS BY HEVELIUS. Hereelius, one of the best telescopic observers of the seventeenth century, carried out much of his work from the island of Gotland. Daniel Hevelius, his telescopes were among the best of their time, though very feeble judged by modern standards. His series of sunspots represented an advance on the work of Galileo, Scheiner and other pioneers. Modern observations have shown that the average distance of the Sun from us is approximately 93,000,000 miles. Since its apparent diameter can be measured, its real diameter can be worked out, and proves to be about 864,000 miles. This means that it is big enough to swallow up over one million bodies the size of the Earth; more accurately its volume is 1,300,000 times that of our world. The Sun's globe is much larger than the diameter of the Moon. Yet the Sun is not so massive as might be thought. If we could put it in one pan of a vast pair of scales, we would need only 333:420 Earths to balance it. In other words the Sun is not so dense as the Earth, and is only 1:4 times as dense as water--whereas on the same scale the density of the Earth is 5:5. Unlike the Earth, however, the Sun is not solid and its surface is made up of hot gas, and even at its surface it remains very hot. The temperature there is about 6,000°C, and near the centre of the globe it is believed that the temperature rises to well over 10 million degrees. The fact that the Sun is so hot makes it a source of danger for the inexperienced amateur astronomer. To look straight at it through any telescope, or even a pair of field-glasses, is fatal. The concentration of heat upon the observer's eye will be enough to cause temporary blindness; under circumstances this has happened to a large number of people. Even when the Sun is low down and does not seem brilliant enough to dazzle the eye, the danger is still very real. Unfortunately it is possible to buy special darkened 'sun-caps', designed to fit over the eyepiece of a telescope for direct viewing of the Sun. These too are unsafe, and should not be placed on sale. A dark glass is always liable to splinter suddenly, and if this happens the observer may not be able to move his eye away in time. There is only one sensible way to look at sunspots, and this is by the method of projection. First, the telescope is pointed at the Sun by sighting along the tube, making sure that a solid tin or cardboard cap covers the object-glass. The cap is removed, and the solar disk is projected onto a sheet of white paper or card. The Sun's face will be clearly seen, together with any spots which may be present. There is one observation which may be made without any kind of optical aid. Under favorable conditions, a glorious spectacle may be seen at the moment of sunset--a flash of vivid green or red as the last portion of the Sun vanishes below the horizon. The effect is produced in the Earth's atmosphere, and is not a photo-metrical vignetting in the Sun itself; but it is well worth looking for. It is seen only in sea-weather. Since the Sun's bright surface or photosphere is gaseous, and is not 'solid' in the ordinary meaning of the word, permanent features are not to be expected, and Galileo was right in saying that the sunspots are relatively short-lived. Some of them last for only a few hours, while the 'age record' seems to be held by a spot which persisted from June to December 1943, a period of nearly seven years! This spot was observed during a total eclipse for the whole of that period. As Galileo realized, the Sun spins round on its axis, but instead of taking only twenty-four hours, as for the Earth, one rotation takes almost a month. What the face of the Sun 55 Galileo did not know, and had no means of telling, was that the Sun does not spin as a solid body. At the solar equator the rotation period is 24-6 days, but at latitude 40° the period is 27-5 days, so that even now the period has increased to as much as 34 days. This is an extra proof—if proof were needed—that the solar surface is made up of gas. If you rotate a football which has specks of mud on it, the specks will seem to move round until they disappear over the edge of the football; if you go on spinning, the specks will reappear on the opposite edge. It is the same with sunspots. As the Sun rotates, the spots seem to be carried from one side of the disk to the other, and then disappear over one edge; after a fortnight they will reappear over the opposite limb about a fortnight later. Their appearance will be affected, too; near the limb a spot is seen foreshortened, and will appear elliptical in form if the real shape is circular. Suppose that we have a line of sunspots down the Sun's central meridian, as shown in the diagram. (Spots are never seen near the centre, but this makes no difference to the principle of the illustration.) 24-6 days later the equator will have completed one rotation, and the middle spot (A) will have come back to its original position, but in higher latitudes the rotation period is longer, and so the line of spots will no longer be straight. Evidently the Sun spins in a somewhat complex fashion. However, Galileo and Scheiner independently made estimates of the mean rotation periods, and found them not to agree. Daily observations of the Sun, made by the projection method, will show the spot-shifts very clearly. Also to be seen are bright patches, generally associated with spots, which are known as faculae (Latin: 'torches'). These faculae may be regarded as luminous clouds lying above the solar photosphere; they often appear in positions where a spot group is absent. The spots and faculae grow larger and then disappear. Consequently the appearance of faculae on the Sun's eastern limb is often an indication that a spot is about to come into view from the far side. As many early drawings show, a spot is not a simple dark blob. There is a central blackish part or umbra, and with larger spots a lighter surrounding penumbra. The shapes are often irregular, and one mast of penumbra may contain many umbra. Yet even the darkest spot is not genuinely black; its temperature is only about 3000 degrees cooler than the surrounding photosphere), and if it could be seen shining by itself it would DIFFERENTIAL ROTATION OF THE SUN. Region A, at the solar equator, com- pletes one rotation in 24-6 days. In the polar regions, the length of the axial rotation period is appreciably longer SUNSPOT PHOTOGRAPHY. The same sunspot group photographed on three different days: August 19, 1959 (left), 21 (centre) and 23 (right). Photographs by W. M. Baxter A close-up view of the Sun's surface, showing several sunspots. The sunspots appear as dark patches on the bright yellow surface of the Sun. the face of the Sun 57 A series of images showing sunspots over time. 1947 MAR 3 OVERCAST MAR 6 MAR 5 MAR 6 MAR 7 MAR 8 MAR 9 MAR 10 MAR 11 MAR 12 MAR 13 MAR 14 MAR 15 MAR 16 THE GREAT SUNSPOT GROUP OF 1947. A day-by-day record from March 3 to March 16. This was the largest spot-group ever observed. Accurate records were begun. Photography by Mount Wilson and Palomar Observatories. THE SUN, showing spot-groups and faculae. The diminution in light near the edge of the disk is due to the fact that the Sun is not a point source but a disc. From an observation made by Patrick Moore with a 4-inch refractor (projection method). Draw- ing by D. A. Hardy appear dazzlingly brilliant. It appears dark only by contrast with the still brighter background. The Sun gives us as much light as 455,000 Full Moons would do together. We have no need to justify the popular statement that a clear, moonlight night can be 'almost as bright as day'. Galileo himself never followed up his work on sunspots. He was busy with other matters (including his troubles with the Church), and, as we have seen, his eyesight failed him towards the end of his life. We know now that when he first turned his telescope at the Sun, in 1610 and 1611, there were considerable numbers of spots; this was around the period of solar maximum. To understand what this means we must jump forward two centuries to the work of Heinrich Schwabe. Schwabe, born at Dessau in Germany in 1789, was an amateur observer. In 1826 he became interested in astronomy, and began to make daily drawings of sunspots. He carried on this work for many years, and in 1851 he made an important announce- ment. Every eleven years or so the Sun is particularly active, and then there are great groups of spots; these are usually at least four or five groups in view. Then the activity dies down to a minimum, and there may be periods when the Sun is completely clear. Subsequently, activity begins to build up once more, and after eleven years another maximum is reached. This solar cycle is not perfectly regular, and the eleven-year period is only an average, but it is quite good enough for a general guide. Galileo's first observations of spots were carried out near solar maximum. If he had started observing five or six years later he might never have found the spots at all, and by the time of the following maximum he had been forced to give up observing altogether. Neither are all maxima equal in intensity. During the maximum of 1843-44, for example, there were three of them, visible in April 1844, covered an area of over 70,000 square miles. Very large spots, clearly visible without a telescope, were also seen at the maximum of 1938-9. The next maximum may be expected about 1970, but we cannot yet tell whether it will be earlier or later than predicted, and whether we will see any more of these giant groups. Sunspots are never visible near the Sun's poles, and in 1861 another amateur observer, Friedrich Spörer, discovered a curious 'law' which still bears his name. (Spörer was originally a school- master, and took up astronomy as a hobby, though later in his life he worked at Potsdam Observatory.) During the early part of a solar cycle the spots appear some distance from the Sun's equator; but as the cycle progresses, the spots invade lower and lower lati- tudes. As the cycle draws to its end, and its groups die away, small spots of the new cycle begin to appear again everywhere once more. At solar minimums therefore, two areas are subject to spots: near the equator, due to the last groups of the dying cycle; and in higher latitudes, due to the first spots of the new cycle. Daily photographs of the Sun are now taken at various large observatories, and our records are very complete. Even before the end of Galileo's own century there was considerable informa- tion to go on. But astronomers have to admit that so far they 58 the face of the Sun A series of black and white photographs of sunspots, labeled with dates ranging from 1947 Mar 31 to Apr 13. THE GREAT SUNSPOT GROUP OF 1947. A continuation of the record, from Monday, April 10 to April 13, showing that shown on page 57. The two series of photographs may be compared, showing the changes in the spot-group, showing the changes in the spot-group. At its greatest extent, in April 10, it covered a total area of over 7,000,000 square miles, and was easily visible to the naked eye. do not know why sunspots appear; we know how they behave, but we are very uncertain as to their real nature. Various theories have been put forward, but our knowledge is still incomplete. The Sun is an ordinary star, and it is very likely that other stars show similar phenomena. We can see them—simply because all the other stars are so remote that no telescope yet built will show them as anything but points of light. Most of our modern knowledge of the Sun has been gained by the use of more complex instruments based upon the principle of the spectroscopy, as will be seen later. All that Galileo, Scheiner and their contemporaries could do was to record the various groups and study their behavior. Meanwhile, attention was being paid to another phenomenon which was only indirectly connected with the Sun itself. On the Copernican system—which, in spite of the Church, was accepted by most scientists even before Galileo's death in 1642—there are two planets, Mercury and Venus, which revolve round the Sun at a distance which is less than that of the Earth. If therefore either of these planets passes directly between the Earth and the Sun it is said to transit. It does not passing across the solar disk, and taking an hour or more to do so (as it takes about seven hours), depending, of course, whether the planet passes right across the Sun, or close to the edge of the solar disk). This is known as a transit. Obviously, only Mercury and Venus can be seen in transit. The remaining planets are farther from the Sun than we are—though it is worth noting that anyone observing from, say, Mars would be able to watch a transit of the Earth. If Mercury and Venus moved parallel to the Sun in the same plane as the Earth, they would transit every time they reached inferior conjunction. Unfortunately this is not the case. Mercury's orbit is inclined to that of the Earth by 7 degrees, and that of Venus by about 31 degrees. These angles are small enough, but the result is that at most inferior conjunctions both Mercury and Venus pass either above or below the Sun in the sky, so that no transit occurs. It will be remembered that the last great work of Johannes Kepler was the compilation of the Rudolphine Tables of planetary movements. Kepler finished them in 1627, and from them he predicted that both Mercury and Venus would transit the Sun in 1631—Mercury on November 7 and Venus on December 6. By that time however himself was dead, but the transit of Mercury was successfully watched by Gassendi on December 7. Mercury is a small world, and as it passed across the Sun in transit it was too small to be seen without the aid of a telescope. The transit of Venus promised to be more interesting. Afraid that Kepler's prediction might be in error, Gassendi began watching the Sun on December 4, and kept his observations continuously until sunrise on the 7th. To his great disappointment he saw nothing. We now know that he was right. The transit occurred indeed, but it took place during the northern hemisphere of December 6–7, when the Sun was below the horizon in France. Kepler had forecast no more transits of Venus until 1761, but fresh calculations were made by a young English clergyman, the Rev. Jeremiah Horrocks, curate of Hoole in Cheshire, showing the face of the Sun 59 GIANT SUNSPOT STREAM, February 20, 1956, photographed at Mount Wilson and Palomar Observatories LARGE SUNSPOT GROUP, MARCH 31, 1960, photographed with a 4-inch refractor by W. M. Baxter TRANSIT OF MERCURY, NOVEMBER 7, 1960, photographed at 15 hours with the 10-inch reflector of the Norwich Astronomical Society that a transit would take place on November 24, 1639 (old style; the new style date is December 4 -- this occurred, of course, before the final change-over to our modern-type calendar). Horrocks finished his calculations only a short while before the transit was due, and he had time only to inform his brother Jonas, who lived near Liverpool, and his friend William Crabtree, who was close to Manchester. Both Jeremiah Horrocks and Crabtree were fortunate enough to see the transit. Crabtree's view was limited to a few minutes when the clouds luckily broke up. Horrocks was an interesting man. He was born in 1619, studied at Cambridge, and became a firm supporter of the Copernican system. He seemed to be destined for a great scientific career, but he died in 1641 at the early age of twenty-two. Transits of Mercury will occur infrequently; the last took place in 1660, and there will also be transits in 1970, 1973, 1986, and 1999. The more interesting transits of Venus are much rarer. They occur in pairs separated by an interval of eight years, after which over a century elapses before the next pair. Since Horrocks' time the only transits have been those of 1761, 1766, 1874 and 1882, while the next will be in 2004 and 2012. It is a pity that they are so infrequent because the sun is such a brilliant object that it can be visible with the unaided eye. It cannot be confused with a sunspot, since it moves across the solar disk in a few hours, whereas a spot may be seen for a fortnight or so [provided that it lasts so long] before the Sun's rotation has carried it from one limb to the other. It was tragic that Jeremiah Horrocks died so young. Had he lived, he might well have become one of the greatest astronomers in history. Even though his life was cut short before he could build an observatory near his old home which is named in his honor, he will always be remembered as being the first man to see Venus as a black spot against the dazzling face of the Sun. # 11 exploring the solar system **GALILEO DIED IN 1642,** Isaac Newton whose work may be said to have laid the foundations of present-day theoretical astronomy, published his greatest work—the *Principia*—in 1687. Before considering the life of Newton and the laws of gravitation, something should be said about the other astronomers of the period, who were busy using telescopes to explore the Earth's nearest neighbor, the body of the Solar System. The first British look at the Moon through a telescope seems to have been Sir William Lower, who lived at Traventry in Pembrokeshire. We know almost nothing about Lower himself, and he was certainly no scientist, but he deserves to be remembered for his graphic description of the Moon's surface. He said that when seen through the telescope it resembled a tart which his cook had made with a bright stuff, there some dark, and so confusedly all over! In fact, he gave a very bad description of the Moon as seen through a low-powered instrument which will not show anything sharply. Lower seems to have made no really serious observations. Observers began to draw maps of the Moon: Scheiner produced one in 1614, Gassendi another in 1640, and so on. It was not until 1659 that any reasonably useful chart was produced by Johann Hevelius, a wealthy merchant who was also a City Councillor of the Baltic seaport of Danzig. Hevelius was born in 1611, and went to Leyden University. After he had completed his education he spent three years traveling around England, France and Italy, after which he returned to Danzig. He gave all his spare time to astronomy, and he equipped himself with a large observatory in Europe. It was placed on the roof of his house—which from above con- sisted of four separate buildings—and of course it contained telescopes. Yet these telescopes were quite unlike modern instru- ments. They had small object-glasses, but they were immensely long. There was a good reason for this. As all the early observers found, a refracting telescope of the kind built by Galileo had the unfortunate effect of producing 'false color' round any bright object. A star, for instance, would seem to surround itself colored rings. This was both inconvenient and a handicap to proper observing, and at the time nobody knew what was the cause. As was found later, the root of the trouble was in the fact that what is normally called 'white light' is not white at all; it is a blend of all the colors of the rainbow, from red to violet. When a beam of light passes through glass it is refracted; the various colors are not bent equally. Red light, for instance, is bent less than blue, and so is brought to focus at a different point. This is shown in the figure. The diagram is out of scale, since the real difference between the red focus and the blue focus is extremely small—a tiny fraction of an inch. However, the effect was enough to make the first refractors very inefficient. A circular diagram showing a cross-section of a telescope with two lenses: one convex (red) and one concave (blue). The diagram illustrates how light is refracted differently by each lens. **UNEQUAL REFRACTION OF LIGHT.** Blue light is bent or refracted more than red, and is brought to a different focus. In the diagram, the differences have been consider- ably exaggerated, for the sake of clarity A diagram showing unequal refraction of light. The diagram shows how blue light is bent more than red light. exploring the solar system 61 A detailed illustration of a 150-foot telescope used by Hevelius. The image shows a large telescope mounted on a ship, with a view of the sea and land in the background. The telescope is depicted with various parts labeled, including a large circular lens (F), a long tube (G), and other components. A small figure is shown operating the telescope. 150-FOOT TELESCOPE USED BY HEVELIUS. One of the clumsy "aerial telescopes" of the seventeenth century Even Newton was puzzled, and it was not until many years later that a partial remedy was discovered by an English amateur astronomer named Chester More Hall. Meanwhile Hevelius and others found that the false color trouble could be reduced by making telescopes of very long focal length. There seems to be no doubt that Hevelius' best telescope had a focal length of 150 feet! It was hopeless to make a tube of such dimensions, and so the object-glass had to be fixed to a mast go feet high. When we look at old drawings of the instrument, we wonder how Hevelius managed to use it at all; it must have been remarkably clumsy and awkward, but he made good observations with it, and even produced a star catalogue. (This instrument was 61 62 exploring the solar system not the longest of the 'aerial telescopes'. Christiaan Huygens used a 210-foot refractor, and the French astronomer Adrien Auzout is said to have designed a 600-foot telescope, though it was never built.) **Hevelius** was best remembered because of his catalogue of comets, which was the best of its time, and because of his work in connection with the Moon. He believed that the dark areas are plains and that the brighter areas are mountains, and he made measures of the peak-heights which were better than Galileo's. He also named the various features on the Moon's surface, and drew a complete map just under one foot in diameter. Hevelius' scheme was to give Earth names to the lunar craters and plains. One large crater was named by him 'Etna', another 'Ceres', 'Vesta', 'Mars', 'Jupiter', and so on. The system was not convenient, and was soon abandoned. Only half a dozen of Hevelius' names are still used. Meanwhile a Jesuit Professor of Mathematics, Francisco Grimaldi, had been observing the Moon in order to draw up a map. The map was actually published by another Jesuit, Giovanni Riccioli, who was considerably older than Grimaldi (he was born in 1638) and studied at Padua and then at Bologna. As a theorist Riccioli was by no means a Copernican, but he rejected the Copernican system, preferring to believe Tycho's idea that the Sun went round the Earth. However, he was a reasonably correct observer, and although his map was based on Grimaldi's studies it is possible that he made some contributions himself. After careful thought he decided to reject Hevelius' names, and A quadrant made and used by Hevelius, dated 1659. From an old woodcut. LUNAR MAP BY HEVELIUS. **Hevelius'** map was probably the best of its time; it was drawn with the greatest care, and was very good in view of the low-powered but clumsy telescopes which were available at that time. His system of nomenclature for the lunar features did not, however, meet with approval, and was soon superseded by that of Riccioli A circular map of the Moon, showing various features such as craters and mountains. The map is labeled "LUNAR MAP" and includes text describing various features. exploring the solar system 63 THE LUNAR CRATER PLATO. This was the formation which Hevelius called 'the Greater Black Lake'; its floor is very dark in colour, and its diameter is about 100 miles, or one mile is 60 miles. The crater is circular, but appears elliptical due to foreshortening effects. Any small telescope will show it, and the absence of its interior means that it is recognizable under all conditions of illumination. Since Riccioli was an admirer of Tycho Brahe, and believed in Tycho's system rather than that of Copernicus, he gave the great Danish observer the most prominent crater on the Moon—a 56-mile formation in the south, which is the centre of a system of extraordinary bright streaks or rays. Copernicus, together with Aristarchus—who had advanced the 'moving Earth' theory so long before—as was, in Riccioli tells us, 'flung into the Ocean of Storms', but at least both the selected craters are very conspicuous. Copernicus was named after the famous astronomer, while Aristarchus is the brightest object on the lunar surface. All the large craters were renamed. Hevelius 'Greater Black Lake' was christened in honor of the Greek philosopher Plato; Julius Caesar and Soisegues were given less prominent craters near the centre of the Moon's disk; Galileo is to be found towards the edge of the Ocean of Storms, and so on. Needless to say Riccioli took charge of naming all these craters himself, and Grimaldi was allotted an even bigger formation close by. Riccioli's system is still in use. Later astronomers added to the list, and the largest lunar map so far compiled—that of H. P. Wilkins, completed in 1954—includes over 800 separate names. Some of them are rather unexpected. For instance, there is a Birmingham on the Moon, named after a nineteenth-century Irish amateur, John William Draper (after whom Draper's star is named), and Billy (after Jacques Billy, a French Professor of Mathematics who lived from 1602 to 1769) and even Hell (after Maximilian Hell, of Hungary, who is best remembered for his work on the 1760 transit of Venus). In some ways the system has not been well applied. It is true that Ptolemy, Eratosthenes and other great men of the past have been given suitable craters, but the purely scientific aspect which has been neglected. The Neper crater is almost easy to recognize; had it been placed nearer the centre of the Moon's visible disk it might well have been named after J. R. Neper (after whom Neper's law is named). The crater below and to the right of Grimaldi, is rather smaller, but has a diameter of about 100 miles and is known as 'the valley'. Note the interesting 'valley' entering Riccioli from the west (left), to which attention has been drawn by the Japanese observer Miyamori. LUNAR CRATERS: REGION OF GALILEO AND THE GIGANTIC GRIMALDI The very large formation with an almost black floor; indeed, this is the darkest point on the Moon's surface. The walls of this crater are so steep that they are almost easy to recognize; had it been placed nearer the centre of the Moon's visible disk it might well have been named after Galileo (after whom Galileo's law is named). The crater below and to the right of Grimaldi, is rather smaller, but has a diameter of about 100 miles and is known as 'the valley'. Note the interesting 'valley' entering Riccioli from the west (left), to which attention has been drawn by the Japanese observer Miyamori. to use a completely different system. The dark plains, which he thought to be seas, were given attractive names such as the Ocean of Storms, the Sea of Showers and the Sea of Serenity. Naturally Riccioli used the Latin name for sea so that the Ocean of Storms became 'Oceanus Procellarum', the Sea of Showers 'Marie Imbrium', and so on. (Astronomically, we still retain the Latin forms.) The craters were named in honor of famous men and women, usually those who had been connected with science in some way. Since Riccioli was an admirer of Tycho Brahe, and believed in Tycho's system rather than that of Copernicus, he gave the great Danish observer the most prominent crater on the Moon—a 56-mile formation in the south, which is the centre of a system of extraordinary bright streaks or rays. Copernicus, together with Aristarchus—who had advanced the 'moving Earth' theory so long before—as was, in Riccioli tells us, 'flung into the Ocean of Storms', but at least both the selected craters are very conspicuous. Copernicus was named after the famous astronomer, while Aristarchus is the brightest object on the lunar surface. All the large craters were renamed. Hevelius 'Greater Black Lake' was christened in honor of the Greek philosopher Plato; Julius Caesar and Soisegues were given less prominent craters near the centre of the Moon's disk; Galileo is to be found towards the edge of the Ocean of Storms, and so on. Needless to say Riccioli took charge of naming all these craters himself, and Grimaldi was allotted an even bigger formation close by. Riccioli's system is still in use. Later astronomers added to the list, and the largest lunar map so far compiled—that of H. P. Wilkins, completed in 1954—includes over 800 separate names. Some of them are rather unexpected. For instance, there is a Birmingham on the Moon, named after a nineteenth-century Irish amateur, John William Draper (after whom Draper's star is named), and Billy (after Jacques Billy, a French Professor of Mathematics who lived from 1602 to 1769) and even Hell (after Maximilian Hell, of Hungary, who is best remembered for his work on the 1760 transit of Venus). In some ways the system has not been well applied. It is true that Ptolemy, Eratosthenes and other great men of the past have been given suitable craters, but the purely scientific aspect which has been neglected. The Neper crater is almost easy to recognize; had it been placed nearer the centre of the Moon's visible disk it might well have been named after J. R. Neper (after whom Neper's law is named). The crater below and to the right of Grimaldi, is rather smaller, but has a diameter of about 100 miles and is known as 'the valley'. Note the interesting 'valley' entering Riccioli from the west (left), to which attention has been drawn by the Japanese observer Miyamori. LUNAR CRATERS: REGION OF GALILEO AND THE GIGANTIC GRIMALDI The very large formation with an almost black floor; indeed, this is the darkest point on the Moon's surface. The walls of this crater are so steep that they are almost easy to recognize; had it been placed nearer the centre of the Moon's visible disk it might well have been named after Galileo (after whom Galileo's law is named). The crater below and to the right of Grimaldi, is rather smaller, but has a diameter of about 100 miles and is known as 'the valley'. Note the interesting 'valley' entering Riccioli from the west (left), to which attention has been drawn by the Japanese observer Miyamori. to use a completely different system. The dark plains, which he thought to be seas, were given attractive names such as Oceanus Procellarum', 'Sea of Showers' and 'Sea of Serenity'. Naturally Riccioli used Latin for sea so that Oceanus Procellarum became 'Oceanus Procellarum', Sea of Showers 'Marie Imbrium', and so on. (Astronomically we still retain Latin forms.) The craters were named in honor of famous men and women usually those who had been connected with science in some way. Since Riccioli was an admirer of Tycho Brahe and believed in Tycho's system rather than that Copernicus gave great Danish observer most prominent crater on Moon—a 56-mile formation in south which centre system extraordinary bright streaks rays or Copernicus together with Aristarchus—who had advanced moving Earth theory so long before—as was Riccioli tells us flung into Ocean Storms but at least both selected craters very conspicuous Copernicus was named after famous astronomer while Aristarchus brightest object lunar surface All large craters renamed Hevelius Greater Black Lake was christened honor Greek philosopher Plato Julius Caesar Soisegues given less prominent craters near centre Moon's disk Galileo found towards edge Ocean Storms so on Needless say Riccioli took charge naming all these craters himself Grimaldi allotted even bigger formation close by Riccioli's system still use Later astronomers added list largest lunar map so far compiled—that H.P.Wilkins completed 1954 includes over 800 separate names Some them rather unexpected For instance there Birmingham Moon named after nineteenth-century Irish amateur John William Draper after whom Draper star named Billy after Jacques Billy French Professor Mathematics who lived from 1602 1769 even Hell after Maximilian Hell Hungary who best remembered his work on 1760 transit Venus In some ways system not been well applied It true Ptolemy Eratosthenes other great men past have been given suitable craters but purely scientific aspect which neglected Neper crater almost easy recognize had been placed nearer centre Moon's visible disk might well have been named after J.R.Neper after whom Neper law named Crater below right Grimaldi rather smaller but diameter about 100 miles known valley Note interesting valley entering Riccioli west left which attention has been drawn Japanese observer Miyamori LUNAR CRATERS: REGION OF GALILEO AND THE GIGANTIC GRIMALDI Very large formation with almost black floor indeed this darkest point Moon's surface Walls this crater steep almost easy recognize had been placed nearer centre Moon's visible disk might well have been named after Galileo after whom Galileo law named Crater below right Grimaldi rather smaller but diameter about 100 miles known valley Note interesting valley entering Riccioli west left which attention has been drawn Japanese observer Miyamori 64 exploring the solar system A series of six circular images showing different views of Saturn's rings and moons. **DRAWINGS OF SATURN MADE BY HUYGENS** **THE CHANGING ASPECTS OF SATURN'S RINGS** A series of five circular images showing the changing appearance of Saturn's rings over time (1909, 1912, 1911, 1915, 1917). The rings appear to be more prominent in some years than others.** PHOTOGRAPHS OF SATURN, showing the ring-system under different angles. Lowell Observatory photographs studied at Leyden. For some years he lived in Paris, and came to England, where he met Isaac Newton. He became an expert telescope-maker, and invented a new type of eyepiece which we still term the 'Huygenian'. More important still were the improvements he made in the construction of watches, and his invention of the pendulum clock. Galileo, as we have seen, had paid some attention to the pendulum as a time-keeper, but Huygens goes the honor of being the first to build a clock on this principle. Galileo had been badly puzzled by the curious appearance of the planet Saturn. He had suggested that the globe was triple, but when two attendant bodies disappeared he was completely at a loss. Huygens' telescope was powerful, and in 1655 he solved the problem, though he did not announce the discovery until four years later. Huygens saw that Saturn is not triple at all. The globe is surrounded by what he calls 'a thin, flat ring, nowhere attached to the body of the planet'. The ring is circular, though seen from the Earth it naturally appears elliptical; it measures 175,000 miles from side to side, but it is probably no more than ten miles thick. A diagram showing Saturn's orbit around the Sun. The orbit is divided into segments labeled with years: 1958, 1950, 1930, 1915. The Sun is shown at the center. The innermost ring is labeled 'Earth's Orbit'. The outermost ring is labeled 'Saturn's Orbital'. A smaller circle within the outermost ring shows a view of Saturn from above its equator.** This means that when the ring is edge-on to us, as happens every fifteen years or so, it can be seen only as a thin line of light. Indeed, it disappears except in telescopes of some size. The drawings show the changing appearance. In 1958, when the ring-system was at its greatest angle to us, the planet was a glorious sight; in 1960 the beauty will temporarily have vanished, but after another fifteen years rings will seem to open out again. No wonder that Galileo was mistaken. It was natural to think of the ring as being a solid sheet of material, but we now know that its real nature is quite different. Saturn is a massive world and has a powerful gravitational pull, so that a solid or liquid ring would quickly be torn to pieces. It is composed of a large number of relatively small particles moving round the planet in the manner of dwarf moons. These particles are too small to be seen individually from Earth over 700 million miles, which explains the 'solid' appearance. Some years after Huygens' announcement, his colleague Cassini discovered a gap in the rings which is still known as 'Cassini's Division', and in 1848 a third much dimmer ring was found, closer to the planet than the bright pair. SATURN. From an observation by Patrick Moore. Drawing by D. A. Hardy 66 exploring the solar system HUYGENS' ORIGINAL DRAWING OF MARS. This, the first telescopic drawing of Mars to show surface detail, was made by C. Huygens in 1659. The Spiris Major, the most prominent of the dark features, is clearly recognizable. JUPITER. A photograph taken in red light with the sun's Halo reflected at Palomar. The Red Spot is shown. The black spot is the shadow of Jupiter's third satellite, Ganymede, and Ganymede itself is seen to the right of the planet. So far as we know, Saturn is unique in the heavens. It may be that the rings represent the wreck of an old satellite which happened to wander so close to the planet that it was torn to pieces by Saturn's gravitational pull; it may be that there is another explanation of them; but whatever they are, they are what may be regarded as the most beautiful spectacle in the sky. At about the same time Huygens made another interesting discovery. Jupiter was known to have four moons, and now it was found that Saturn had one of its own. Titan, as the new satellite was named, proved to be decidedly large, since it has a diameter of well over 5,000 miles. It is in fact bigger than the planet Mercury, though it is not so massive. Moreover it has an atmosphere, though this was not discovered until 1875. Though Titan is actually larger than any of Jupiter's moons, it is almost twice as remote from us, and appears much fainter. Any modern 3-inch refractor will show it, but Huygens must have needed keen eyes to detect it with the clumsy 'aerial telescope' which he had to use. Saturn differs from the Earth. Instead of being solid and rocky it is composed of cold gas, mainly hydrogen and hydrogen compounds. Huygens could not know this, but he soon found that Mars at least was much more Earthlike. In 1659 he drew it from telescopic observations to show a V-shaped marking known today as the Syrtis Major. Probably it is due to living organisms of some kind, and by watching its apparent drift across the planet from time to time he saw that Huygens was able to tell that Mars rotates once a day about two weeks and a half hours. The 'day' there is about half an hour longer than on Earth, so that Huygens' original estimate was rather too short. Huygens made these discoveries when he was living in Holland, but in 1665 he went to France, at the invitation of Louis XIV, and stayed there for sixteen years. It was during this period that he completed his famous work on the invention of the pendulum clock. Unfortunately there were religious troubles to be faced; Huygens was a Protestant, and in 1681 all Protestants in France became unpopular. Huygens accordingly returned to his native country, and died at The Hague in 1695. Another astronomer busy in France at this time was Giovanni Domenico Cassini. Cassini was born in Italy in 1625, and in 1659 became a Professor at Bologna. Like Huygens he was a careful observer of Saturn. He discovered the rotation period of Mars, and also that of Jupiter, which is very slow indeed at the poles. This fact is particularly interesting. As Cassini found, the diameter of Jupiter is 88,700 miles if measured through the equator, but only 82,500 if measured through the poles. The cause lies in the planet's quick rotation. Instead of being about twenty-four hours long, the 'day' there is less than ten hours long; but with the Sun the period is shorter at the equator than at the poles. In 1666 Cassini saw that the two poles of the planet Mars are covered with whitish deposits which give the impression of snow. There is nothing particularly surprising in this; if seen from a point far out in space the Earth would show similar polar caps. The main difference is that the caps of our world are thousands of feet exploring the solar system 67 **CASSINI'S DRAWING OF SATURN.** The drawing of the planet made in 1676 by G. D. Cassini at Paris. It shows the famous division in the rings which Cassini discovered, and which is still known by his name. The drawing was made with modern standards, and the shape of the ring-form is not accurate, but it was of course made with one of the clumsy 'aerial telescopes' and it is a pity that it has been so long forgotten that the rings are shown in recognizable form. One of the belts crossing the surface of the planet is also shown. Belts on Saturn resemble those of Jupiter, but are considerably less prominent. A drawing of Saturn, labeled "Ann 1676" and "Fig. 138". The drawing shows a division in the rings of Saturn, which Cassini discovered. The rings are depicted as a series of concentric circles, with a central hole in the middle. The drawing is done with a pen and ink, and the lines are very fine and precise. thick, while those of Mars cannot be more than a few inches deep at most. Mars is, in fact, desperately short of water. It was in 1666, too, that the French astronomer Adrien Auzout pointed out that it was time to establish a national observatory equipped with instruments suitable for work up to this time there had been only one such establishment—at Copenhagen, which had been completed in 1656 and was burned down during the following century. All the great observers, such as Galileo, Hevelius and Huygens, had built and set up their own equipment. Auzout wanted to alter all this, and fortunately the French King, Louis XIV, was a patron of science. The result was the founding of the French Academy of Sciences in Paris, and at first time lost in starting the construction of an observatory. Cassini seemed to be the obvious man to direct it, and he accepted an invitation to come to France. Difficulties arose almost at once, mainly because the King wanted his observatory to look magnificent and Cassini was more interested in its scientific value. As soon as Cassini arrived and saw the state of affairs he found himself in, he knew that if it was drastically altered it would be of no use whatever. Louis was far from pleased, and a serious quarrel was only narrowly avoided. Eventually Cassini erected his instruments in the open air outside the observatory. This was by far the best plan, since he was still forced to use 'aerial telescopes' of small aperture and enormous focal length. However, it was at least a beginning, and ever since then the Paris Observatory has been one of the most important in the world. The French skies are less clear than those of Italy, but Cassini was able to carry on his work. He discovered four more satellites of Saturn, now known as Lapetus, Rhea, Dionne and Tethys; in 1675 he found the famous Division in Saturn's ring-system; he fixed the rotation period of Mars at 24 hours 40 minutes, which is only three minutes too long; and he discovered Phobos and Deimos in the case of Mars. Even more remarkable was his work in connection with the distance of the Sun: Kepler had believed the Sun to be only 14,000,000 miles away from us, but Cassini amended this to 86,000,000 miles. Since the real value is 93,000,000 miles, he was not very wide of the mark. He never went back to his homeland, and when he died in 1712 his son Jacques Cassini succeeded him as director of the Paris Observatory. One of Cassini's colleagues at Paris was a Dane, Ole Romer, A diagram showing the motion of Jupiter around the Earth (E). The diagram is labeled "MEASURING THE VELOCITY OF LIGHT" and "Adapted by Ole Romer". When Jupiter (J) is at its closest to the Earth (E), the light from the satellite (S) has a lesser distance to travel, and so its eclipses are earlier than had been predicted". The diagram shows that when Jupiter is closest to Earth (E), its light travels a shorter distance through space than when it is farther away. This means that its eclipses will occur earlier than predicted. 68 exploring the solar system APPARENT MOVEMENT OF MARS AMONG THE STARS, 1760. At this time Mars was near the apparent head of the constellation of Gemini, with the 'twins' Castor and Pollux, is shown; the shift of position of Mars between the photographs arc: (upper) October 26, (right) November 19, (lower) December 26. Color photographs taken by K. S. G. Stocker who was responsible for yet another great advance—the measurement of the speed of light. Cassini had made careful measures of the satellites of Jupiter, and had produced tables of their movements which were much too slow in their course. In particular it was possible to work out when the four moons would be eclipsed by Jupiter, as our Moon is sometimes eclipsed by the shadow of the Earth. However, he found that his predictions were often wrong; at times the eclipses occurred too early, at other times too late. There seemed to be nothing wrong with the tables of movements, and the eclipses of the satellites were not difficult to observe. Anyone who is equipped with a small telescope can watch them and can time them accurately. Cassini wondered whether the speed of light might have something to do with the errors, but he did not follow up the idea. Romer did. He discovered that eclipses occurred too early when the Earth was at its closest to Jupiter; when Jupiter and the Earth were farthest apart, the eclipses of the satellites were too late—since then all the light from them had taken longer to reach us, as shown in the diagram on page 35. Since light travels instantaneously, light travels at a rate of 186,000 miles per second. This was an excellent result, and is very close to the value fixed by modern methods. Romer's work did not end here. In 1681 he went back to Denmark and became Professor at Copenhagen, where he was responsible for various improvements in astronomical instruments, leaving Cassini to continue his work in Paris. Clearly, then, observational astronomy had made great strides since Galileo had first turned his tiny telescope to the heavens in the winter of 1609. But theoretical work had been making even more striking progress, and this brings us to the greatest figure in the whole history of astronomy—Isaac Newton. 12 **the genius of Newton** **STATUE OF NEWTON.** This photograph, taken by Patrick Moore in 1961, shows a statue of Newton which has been set up in the Lincolnshire town of Grantham. It was in this town that Newton lived during his birthplace, Woolsthorpe, is not far off. It was in Lincolnshire, too, that Newton carried on his work during the Plague period, when Cambridge University was closed, and all the students had been sent back to their homes. **COPERNICUS HAD TAKEN the first real step in working out a correct picture of the universe. Kepler, Galileo and others had proved that the Copernican theory was correct, and that the Sun, not the Earth, lies in the centre of the planetary system. Yet many problems remained, and it was left to Isaac Newton to put astronomical theory on a firm basis.** Newton was born at Woolsthorpe, near Grantham in Lincolnshire, in 1642. His father died before he was born, and his mother was left in charge of the family farm. There was little money to spare, and moreover England was in a disturbed state, since this was the time of the civil war between King Charles I and Cromwell's Roundheads. Isaac went to the village school, but showed no signs of being a genius until his first year. His school career is that he was particularly fond of making models. When he was twelve he was sent to King's School, Grantham, which had been founded over a century earlier by Henry VIII. For his first few terms he remained near the bottom of his class. Then—according to a story which may or may not be true—a bigger boy, who was above Newton in form, jeered at him and kicked him about so much that Newton suffered such treatment, and a fight followed, ending only when Newton had beaten his rival and rubbed his nose against the wall. From that time on he worked hard, and reached the top position in the school. Meanwhile his mother had married again, but in 1656 her second husband died, and Mrs. Newton brought Isaac back from Grantham to help her run the farm. The experiment was not successful, however, and she returned to her former home. At this time it is said that when he was supposed to be keeping an eye on the laborers he used to spend his time sitting behind a hedge, working out problems in mathematics. Wisely his mother sent him back to Grantham, and in 1661 he went to Cambridge University, enrolling as an undergraduate at Trinity College. Here he met Professor Isaac Barrow, who became his tutor in mathematics. Isaac was the son of a linen draper. Like Newton he had done little work during his first years at school, and had distinguished himself only by his fondness for fighting. As he was very strong, and won far more fights than he lost, he was held in respect by the other boys. Later he went to Cambridge, and became a Fellow of Trinity College. During the Civil War he left England, and **PRODUCTION OF A SPECTRUM.** When a beam of apparently 'white' light is passed through a prism, it is split up into its component colours. In this photograph the production of a rainbow or continuous spectrum is shown. This effect was first noted by Newton. A black-and-white photograph showing a rainbow produced by passing white light through a prism. 70 the genius of Newton A 12-5-INCH NEWTONIAN REFLECTOR. This photograph shows a typical Newtonian reflector on an equatorial mounting. The first four-inch Newtonian reflector was used by an English nineteenth-century observer, W. F. Denning, for his studies of planetary surfaces. It is now installed at Henry Breton's Observatory, Selsey, in Sussex. Photograph by Patrick Moore. THE 120-INCH LICK REFLECTOR. This is one of the most modern of large reflectors, and is the second largest telescope in the world after the Palomar 200-inch. The tube is a skeleton, and the large size of the instrument means that various optical systems can be used. travelled around Europe and Asia Minor. Although he was now a well-known scholar, he still kept his love of fighting, and on one occasion he showed his courage very plainly. During a sea voyage from Leithorn to Smyrna his ship was attacked by pirates. Barrow was in charge of the ship, and stood on deck, and fought so bravely that the pirate vessel sheered off. Barrow was a Royalist, and came back to England after Charles II returned to the throne in 1660. In 1663 he was appointed to the 'Lucasian Chair' of mathematics, so called because the money to found the appointment had been provided by the will of a Mr. Lucas. Barrow was a strong-minded man as well as a clever one, and he was the ideal tutor for the rather shy and retiring Newton. The two worked very happily together. Newton took his scientific degree in 1665, and it is worth noting that in 1666 Barrow resigned the Lucasian Chair of mathematics so that Newton could succeed him. Clearly, then, he had great faith in his pupil's ability, and this faith was more than justified in later years. Frequent disasters had come to England. In 1665, the Great Plague struck London; many people died during August of that year, and 30,000 during September. The plague had left London but cases of plague were reported from other parts of the country, and there was no real safety anywhere. When the disease reached Cambridge the authorities wisely closed the University. All the students were sent back to their homes, and Newton accordingly returned to Woolsthorpe. The lack of normal interruption would probably have been a handicap, but to Newton it was an advantage. He was able to work quietly, on his own, and with no money troubles. For the next year or so he was left in peace, and he managed to do a tremendous amount of research. One subject which interested him was the nature of light. We have seen how object-glasses of early refractors produced false color, and that this arose due to the unequal bending of the different colors which blend together into white light. Newton demonstrated this by an ingenious experiment. He passed a beam of sunlight through a prism, and split it into the usual rainbow. He then passed one particular color—violet, for instance—through a second prism. No second spectrum was produced, which proved that the violet light was not a blend of different colors. Newton's aim was to produce an 'achromatic' object-glass—that is to say one lens which would correct all faults in color. Unfortunately he could see no way of doing it, and after considering the matter carefully he decided that there was only one solution. He must build a telescope which did not need an object-glass at all. Some years earlier, in 1665, a Scottish mathematician named James Gregory had suggested using a mirror to collect light instead of lenses. Gregory never built such an instrument—as he himself admitted—but he gave Newton some thought on the idea, and produced the first reflector. His arrangement was not exactly the same as Gregory's, but it was more convenient, and is much more widely used today. With Newton's arrangement, the light from the Moon (or whatever object is to be studied) passes down an open tube until the genius of Newton 71 it hits a mirror at the lower end. This mirror is curved, and reflects the light back up the tube, directing it on to a smaller mirror or flat placed at an angle of 45°. The flat sends the rays into the eyepiece, where they converge. In this way, the image is magnified by an eyepiece in the normal way. In a Newtonian reflector, then, one looks into the tube instead of up it. Since a mirror reflects all parts of the spectrum equally, the false color trouble does not arise, and Newton's first instrument was very successful. It had a metal mirror 1 inch in diameter, and was presented to the Royal Society of London in 1672. It caused a major sensation, and led to quarrels between Newton and some of his fellow scientists who disagreed strongly with his views about the nature of light. Newton's reflector looks very small when compared with modern instruments. Today many amateur observers have reflectors with mirrors 6, 8, 12 or even 18 inches in diameter—made not of metal, but of glass coated so as to give high reflectivity. Moreover many amateurs make their own mirrors, grinding them carefully into the correct optical shape. Neither is it necessary to have a NEWTON'S FIRST REFLECTOR. The photograph shows a replica of the first reflecting telescope presented to the Royal Society. The mirror, 1 inch in diameter, was made of speculum metal. Though it was so small, the telescope functioned perfectly, and demonstrated the soundness of Newton's arrangement. THE MOUNT WILSON 60-INCH RE- FLECTOR, seen from the north-west. This was the first of the large Mount Wilson telescopes designed under the direction of George Ellery Hale; it is interesting to make a comparison between this vast instrument and the original small Newtonian made by Newton himself. Telescopes such as the 60-inch are seldom used for visual observations, and nearly all their work is carried out by means of photography 72 the genius of Newton An 8-5-inch Newtonian reflector. This has an equatorial mounting made in the late nineteenth century by Browning. The focal length is 52 inches. Photograph by Patrick Moore. **GRAVITATIONAL EFFECTS OF THE EARTH UPON THE MOON.** This diagram, which is drawn to scale, shows how the Moon's path round the Earth. But for the presence of the Earth, we may suppose that the Moon would move uniformly from $M_1$ to $M_2$ in one minute. However, the Earth's gravitational pull means that instead of moving uniformly from $M$ to $M_1$, the Moon is "pulled down" to $M_2$. It may be supposed that it takes one minute for it to go from $M_1$ to $M_2$ in one minute, and it goes on 'falling' all the time, though it does not drop any closer to the ground. solid tube; with many reflectors the 'tube' takes the form of a skeleton framework rigid enough to hold the large mirror and the flat firmly in position. In professional observatories, really giant reflectors have been set up. The largest in the world at present, the Palomar telescope in America, has a mirror 200 inches across, while others are working upon an even bigger instrument with a 366-inch mirror. On Gregory's plan the light was to be reflected back down the tube by a smaller curved mirror, as shown in the diagram on page 73, and passed to the eyepiece by way of a hole in the main mirror. This is also the case with the 'Cassegrain' arrangement. Many such reflectors exist today. Yet Newton's principle is so convenient, and so sound, that it is by far the most popular, at least for telescopes of less than 18 inches aperture. In some ways there can be no doubt that a reflector is better than a refractor; not only is there no false color, but a mirror is much cheaper and easier to make than a lens of equal light-gathering power. Naturally there are disadvantages also, but the ideas put forward by Newton still hold good in modern astronomy. Newton's name will always be associated with the laws of gravitation, and this research too was begun at the time when Cambridge University was closed because of the Plague danger. This brings us to the story of the falling apple—which is particularly interesting because it seems to be true. According to the tale, Newton was sitting in his Woolsthorpe garden one afternoon when he saw an apple fall from a tree branch into his hand. He wondered why it fell and why the apple had fallen. There must be some definite force which pulled it to the ground; but what was this force, and how far did it extend? Gradually Newton began to see that the force which pulled on the apple was the same as the force which keeps the Moon in its path round the Earth—or the Earth in its path round the Sun. This led him on to the idea of universal gravitation, according to which every particle attracts every other particle with a force which becomes weaker with increasing distance. Put in this way, the story is over-simplified; it must have taken Newton a long time to come to his decision and many months of hard work to express it in proper mathematical form. But the apple was the starting-point, and it will be helpful to follow the reasoning further. Suppose now that instead of being 20 feet or so in height, the tree had been 200 feet, or even 200 miles? The apple would still have dropped to the ground, gathering speed as it fell. This would also apply to a tree 239,000 miles in height. The Moon is 239,000 miles away from us—so why does it not fall, just as the apple did? Newton found the answer. The reason why the Moon does not drop is because it is moving. It is not easy to give a correct everyday example of this fact; but if you look at a cotton-reel you can understand from taking a cotton-reel and whirling it round at the end of a string. The reel will not fall so long as it continues moving quickly enough for the string to remain tight, and the Earth's pull on the Moon may be said to act in much the same way as the string on our cotton-reel. 73 Now suppose that the man holding the string lets go suddenly. The reel will then fly off in a straight line. If we neglect the pull of the distant Sun, we can see that the Moon too would move off in a straight line if the Earth were not pulling upon it, and Newton realised that any moving body will continue its motion in a straight line until some outside force is acting on it. This is the famous law of inertia. Newton knew the force of the Earth's pull at ground-level, since this was the force affecting the apple, and he found the law according to which the force should weaken with increasing distance from the Earth. According to his calculations the Moon should 'fall' 15 feet per minute, but it actually fell about 10 feet per minute, so that of course be the law of inertia. This did not agree with observation; the distance 'fallen' in one minute is not 15 feet, but only 13 feet. As Newton said, the figures 'agreed pretty nearly', but not well enough to satisfy him. In this sort of calculation, a body such as the Earth behaves as though all its mass were concentrated at a single point at the centre of the globe. As Newton had to calculate how far he was from the Earth's surface, he had to know the distance from the surface to the centre of the globe. In other words, he had to know the value of the Earth's radius. There is a story that the 2-foot error in the fall of the Moon was due to Newton's having used a wrong value for the Earth's radius. This story, however, is not true; one link in the mathematical argument was still missing, and it was not until years later that Newton discovered what it was. It was impossible for him in those days to make his calculations he had to develop an entirely new branch of mathematics. He called it the 'method of fluxions', but it corresponds to what we now term the calculus. Newton returned to Cambridge after the end of the Plague danger, and in 1672 he was elected to the Royal Society, a scientific body which had been founded by Charles II. He was still comparatively unknown; he had said nothing at all about his telescope or gravitation, and his first official contribution to astronomy was his reflecting telescope. Unfortunately he had an immediate disagreement with another Fellow of the Royal Society, Robert Hooke, who was to play an important part in Newton's life. Hooke was seven years older than Newton, and a man of different type. He was physically weak, and it is said of him that his hands and fingers shrunken; his hair hung in dishevelled locks over his haggard countenance. His temper was irritable, his habits solitary. He was violently jealous and suspicious, and frequently claimed the credit for work which had been done by others. This is not to say that Hooke was dishonest. He was in fact perfectly well-meaning, and there can be no doubt that he was brilliantly clever. His activities spread into all branches of science - chemistry, mechanics, optics - every mechanic, and also made some meteorological instruments, such as the hygrometer for measuring the wetness of the air. On the other hand he studied so many things that he seldom followed any particular investigation through to the end, as Newton did, and though he was an excellent mathematician he was by no means Newton's equal. A diagram showing four types of reflectors: PRIME FOCUS (a flat mirror), NEWTONIAN (a convex mirror), CASSEGRAIN (a concave mirror), GREGORIAN. FOUR TYPES OF REFLECTORS 74 the genius of Newton Hooke admitted that the new reflecting telescope was effective, and hinted that he had himself made one as long ago as 1664. However, he was strongly critical of Newton's theories about light, and Newton was a man who hated criticism. He was touchy and sensitive, and was always reluctant to become involved in arguments. He also had some angry exchanges with Hooke and others, but he tried to keep his professional life as little as possible, and he even refused to publish parts of his scientific work. One of his most important studies on the nature of light, contained in his book *Opticks*, remained unpublished until 1704, after Hooke's death. Other leading members of the Royal Society at that period were Edmond Halley, who later became famous because of his work concerning the comet which bears his name, and Sir Christopher Wren. Wren is best remembered as the great architect who was responsible for the design of St. Paul's Cathedral following the Great Fire of London, but he was also an astronomer, and had at one time been a Professor of Astronomy at Oxford University. In 1684 Hooke, Halley and Wren discussed the problem of gravitation, and came to the conclusion that what we now term the 'newton' would have to be true. Hooke had published several papers on gravitation, containing many of the same conclusions as those which Newton had reached during his years at Woolsthorpe. Hooke, then, knew that the force between any two bodies will become weaker if the bodies are moved farther apart, and he believed that he had discovered the amount of this weakening. It can be explained by simple arithmetic, so let us take a convenient case of two planets which revolve around each other at distances of 3 million miles and 5 million miles respectively, as shown in the diagram on page 75. (No planet is so close as this; Mercury, the nearest-in, is 36 million miles from the Sun, but the basic theory is just the same.) LUNAR DRAWING BY HOOKE. Robert Hooke was one of the first observers to draw the Moon in detail. This drawing shows some craters in recognizable form, and is remarkably accurate considering the low-powered telescope with which it was made. HYGROMETER MADE BY HOOKE. This was one of the many scientific instruments developed by Hooke; indeed, his researches into air density are branches of science the genius of Newton 75 A diagram showing the inverse square law of gravitation. The Sun is at the center, with two planets, A and B, orbiting around it. Planet A is closer to the Sun than Planet B. The distances between the Sun and each planet are labeled in miles. THE INVERSE SQUARE LAW. The discrepancy between the motions of hypothetical planets, one at 2,000,000 miles from the Sun and the other at 5,000,000 miles. By application of the inverse square law, Newton discovered that the gravitational force would be greater on the two bodies. Of course, no planets exist so close to the Sun—Mercury, the innermost member of the Solar System—is only about 38 million miles away—but the principles are exactly the same whatever the distances may be. Various scientists, including Hooke and Halley, had tried to prove that they must hold good, but only Newton could at that time produce a valid mathematical proof. Two squared, or $2 \times 2$, is 4. Five squared, or $5 \times 5$, is 25. Then according to the inverse square law, the Sun's force on the two planets will be in the ratio of $\frac{1}{4}$ to $\frac{1}{25}$ so that the force on the more distant planet will be only $\frac{1}{4}$ of that on the nearer planet. If this is so, then it can be shown that each planet will move in an orbit which is smaller than that of its neighbor. Hooke guessed this, but he was not a good enough mathematician to prove it. Neither were Halley and Wren, and eventually Halley went down to Cambridge to consult Newton. He was very surprised to learn that Newton had solved the problem years before, but had not announced it, and had even lost his notes! Halley persuaded Newton to rework his calculations and to allow him to publish them in a book called *Philosophiae Naturalis Principia Mathematica* ('Mathematical Principles of Natural Philosophy'), but which is known to everyone simply as the *Principia*. Halley's idea was that the book should be published by the Royal Society, but there were money difficulties; the Society had just issued a tremendous book by Francis Willughby called *The History of Fishes*, and the book had been a financial failure. (Later, when Halley was a salaried official of the Royal Society, he was presented with fifty copies of *The History of Fishes* instead of being given £30 which the Society owed him.) Halley is known to have had a strong sense of humor, but whether he was amused or not remains uncertain. There was also added trouble that Newton was being constantly irritated by disputes with Hooke and others, and he was quite capable of changing his mind and withdrawing the *Principia* altogether. Halley knew this, and generously offered to pay for the publication out of his own pocket. This was done, and the book appeared in print. The *Principia* has taken Newton fifteen months to write, and has been described as the greatest mental effort ever made by one man. It is assured that Newton's name will live for all time. Many of the age-old problems of astronomy were solved at one stroke. As well as dealing with gravitation and the movements of the planets, the *Principia* contained sections dealing with matters such as the tides, whose cause had not previously been understood. It is impossible to describe the book in a matter of a few lines, but those who have studied it can only say that it is man's old age less than fifteen lived for forty years after the publication of the *Prin- cipia*, and continued his scientific work. He was also active in other directions; he entered Parliament for a time, and became Master of the Royal Mint, helping to revise Britain's coinage—which badly needed attention, since many of the coins in circulation had been reduced in value by having pieces chopped off them. In 1705 he was knighted by Queen Anne; he became President of Royal Society. Two further editions of the *Principia* were issued before Newton died in 1727, and was—fittingly—buried in Westminster Abbey. Newton was not infallible. He made mistakes, and some of his ideas sound strange today. For instance he spent a great deal of 76 the genius of Newton A title page of "Philosophiae Naturalis Principia Mathematica" by Isaac Newton. **TITLE-PAGE AND SPECIMEN PAGE FROM THE Principia—or, to give the book its full title, Philosophiae Naturalis Principia Mathematica. This has often been regarded as the greatest scientific work ever produced** time experimenting in 'alchemy', the so-called science of making gold from other materials. It would be wrong to suppose that gold-making was the only aim of the alchemists; they were searching for hidden truths, and they also hoped to find the key to everlasting life and eternal youth. Newton regarded this as quite possible, and he made careful studies of old writings in an effort to find hidden meanings. But he was more of notes and manuscripts which are only now being properly studied to see whether they have any value except to the historian. Newton was touchy and intolerant, and this was one reason why he became involved in so many disputes. For instance there was a long argument with a German mathematician, Gottfried Leibnitz, over who had invented calculus. The point of the matter is that Newton's 'method of fluxions' and Leibnitz' calculus had been developed at about the same time; very probably Newton was the first to make use of it, but Leibnitz' methods were more convenient, and became universally adopted. The quarrel was long and bitter, and was still raging when Leibnitz died in 1716. Yet Newton's scientific errors were relatively few, and his Principia did more for astronomy than any other book before or since. Those who follow its arguments, and who bear in mind that it represented only a part of Newton's work, will hardly question that he was the greatest scientific genius not only of his own time, but perhaps of all time. 13 **the royal observatory** THERE ARE STILL some people who regard astronomy as a useless science—interesting, no doubt, but of no practical value. Such people forget that astronomy is the basis of all timekeeping and navigation, as well as being of practical use in other directions. It is true, for instance, that Britain's leading observatory, Greenwich, was founded in 1675 at the express order of King Charles II to assist British sailors. London has never been a seafaring nation, but in the seventeenth century maps were by no means accurate. To make matters worse, navigation was still in the hit-or-miss stage. After a voyage lasting for a week or two, sailors far out of sight of land seldom had much idea of where they were. To fix one's position on the surface of the Earth it is necessary to obtain latitude and longitude. Finding latitude presents no particular difficulty; it is obtained by measuring the apparent positions of the stars; as we have seen, the altitudes of the Celestial Pole above the horizon, given in degrees, minutes and seconds of arc, is equal to the latitude of the observer. In the northern hemisphere of the Earth, therefore, all that is necessary is to measure the height of the Pole Star and then make a slight correction to allow for the fact that the Pole Star is not exactly at the pole. This can be done with great accuracy by a sailor of the Middle Ages could always work out his latitude with reasonable accuracy. The real problem lay in finding the longitude. A ship's longitude is the difference between the meridian which A photograph of Herstmonceux Castle, site of the present-day Royal Greenwich Observatory. The Castle, which is near Hailsham in Sussex, was photographed by Patrick Moore while alterations to it were still being made. OLD GREENWICH. The original Royal Observatory as it must have appeared in Flamsteed's time FACIES SPECULE SEPTEN. 78 the royal observatory THE ROYAL OBSERVATORY IN FLAMSTEED'S TIME. An interior view, showing observers with quadrant and telescope. HARRISON'S NO. I MARINE CHRONOMETER. This was the first "clock" which proved capable of keeping time accurately over long sea voyages. THE MERIDIAN LINE AT GREENWICH OBSERVATORY. This line at the old Royal Observatory (now known as Flamsteed House) marks the boundary between the eastern and western hemispheres. The position of this meridian has not been altered by the shift of the Royal Observatory from Greenwich Park to Herstmonceux. Photograph by Patrick Moore. she happens to be on, and a standard meridian such as that of Greenwich. Local noon is easily found, since this is the moment when the Sun is at its greatest height above the horizon. A reliable clock will give Greenwich time at this particular moment, and so the longitude of the ship may be calculated. Unfortunately sailors of Charles II's day had no good clocks. Christopher Huygens attempted to produce a timekeeper which would be useful to sailors, but was unable to make it accurate enough, and it was not until the following century that John Harrison, son of a Yorkshire carpenter, developed a chronometer which was adequate for use at sea. As long ago as 1474 Regiomontanus had suggested that the best way to measure longitude would be to determine the position of the Moon relative to the stars. The Moon moves across the sky on the astronomical scale, it moves across the starry background at a rate of about 13 degrees per day. The position of the Moon among the stars therefore acts as a clock to indicate the time; and once the time is known, longitude can be worked out. The need, then, was to measure the Moon's position accurately. It was also necessary to have a really reliable star catalogue. The first catalogue available was Tycho Brahe. However, the star positions were inaccurate without the aid of instruments without telescopic sights, and a better catalogue had become urgently needed. A Frenchman visiting England, Saint-Pierre, put forward an alternative scheme which also involved knowing the positions of the Moon and stars. His method, unlike that of Regiomontanus, was not practicable, and the King heard about it, and appointed a committee under Robert Hooke to deal with this whole problem of longitude-finding. The committee was headed by the Rev. John Flamsteed, already known as a skilful astronomer. They presented a report, saying that longitudes could indeed be found by using the 'Moon clock'--if only there were a good enough star catalogue. Charles accordingly ordered that a special observatory should be set up, and a new star catalogue produced for the use of Britain. The site selected was the Royal Park at Greenwich, which was then a small village well outside London. Typically, the King raised the money for it by the sale of 'old and decayed' gunpowder, and the original buildings--which still stand--were designed by Sir Christopher Wren. Flamsteed was appointed royal astronomer in 1675, given official status as Astronomer Royal, and instructed to begin work on the catalogue. However, the King's generosity did not extend to supplying telescopes or other instruments; Flamsteed was expected to provide these for himself! Flamsteed was born at Denby, near Derby, in 1646, and took his degree at Cambridge. He was never strong, and he was a sensitive, irritable man who quarrelled not only with Newton, but with his own family and friends. Yet it is difficult to blame him. He began his great work under enormous difficulties, and his salary was so small that he had to earn extra money as well as carrying out his work as Astronomer Royal. He was a brilliant observer, and as time passed by he was A drawing of a room with large windows, a statue of a woman, and a telescope. The text "Observatorium Astronomicum" is written at the top. Observatorium Astronomicum A black and white photograph of Flamsteed House—the old Royal Observatory as it is today, showing the Octagon Room surrounded by the time-ball. Photograph by Patrick Moore, 1961 able to add to the observatory equipment as well as engaging assistants. Trouble began when Newton asked for his observational results, and Flamsteed was reluctant to provide them—mainly because he was not completely satisfied with them. The quarrel was patched up for a while, and in April 1704 there is a record that Flamsteed and Newton met at Greenwich, apparently on friendly terms. At this meeting Newton asked for a report on the star catalogue for which astronomers all over Europe had been waiting, Flamsteed replying that he had already made a study for private arrangements to be made, and Prince George of Denmark, husband of the new sovereign, Queen Anne, generously promised to provide the necessary money for publication. Still Flamsteed was not quite ready, but he handed the Royal Society committee a copy of his observations as well as an incomplete manuscript of the catalogue itself. He made it clear that the catalogue was intended to be printed as a stone-batch book until it had been completed. Although the observations, however, could be produced, and printing was begun. Four more years went by, and still Flamsteed did not submit his finished catalogue. Other disputes arose, and came to a head in 1711 with the publication of Flamsteed's observations. They took the form of a large book containing not only the observations which Flamsteed had passed for publication, but also the star catalogue, which he had not. What had happened was that the Royal Society committee had become tired of waiting, and had asked Edmond Halley to make the best of things. Halley had therefore supplied Flamsteed with material on his own account, and had added a preface which could not be anything but harmful to Flamsteed's reputation. Flamsteed was angry and indignant, particularly with Halley and Newton. He wanted to revise the catalogue and reissue it, but Newton held some of the observations and refused to give them up. In 1715 a large number of copies of the book fell into the Astronomical Society's hands, and he publicly burned them 'that none might remain to show this country how we are governed'. Flamsteed himself died in 1719, but the revision of the catalogue was finished by two of his assistants, Crosthwait and Sharp, and published in 1725. At least the final catalogue, published by Crosthwait and Sharp under the title *Historia Celestis*, proved to be well worth waiting for. It included nearly 3,000 stars, and was far more accurate than Tycho's. It represented a great improvement over the observations provided by the Royal Observatory, and it ensured that Flamsteed will always be remembered as one of the greatest of astronomical observers. However, it did not solve the problem of longitude-finding. As well as knowing the positions of the stars, one has to have a sound knowledge of the movements of the Moon. Flamsteed had not been able to pay a great deal of attention to the Moon, and this question was tackled by his successor as Astronomer Royal, Edmond Halley. Halley was born in 1656. His parents were well off, and he did not have to face money troubles. He went to Oxford, but left before taking his degree in order to sail for the island of St. Helena. There Napoleon Bonaparte was exiled; a century and a half later Thomas Jefferson visited St. Helena. Halley had already catalogued the northern stars, and Flamsteed was just beginning work on the Greenwich catalogue, but the southern stars which never rise over Europe had been completely neglected. Halley's main object was to catalogue them as well. St. Helena was not a particularly good choice, and Halley was troubled by bad weather. Nevertheless he was able to obtain a grant from King George II, and earned his nickname of 'the Southern Tycho'. When he returned and published his observations he became world famous, and Oxford University granted him an honorary degree. Halley first came into close contact with Newton at the time of the 'inverse square law' discussions, and the two men always remained on friendly terms. As we have seen, Halley was mainly responsible for printing Flamsteed's catalogue, and made himself responsible for the cost of printing. This may well be regarded as his greatest contribution to science; without Halley, Newton's immortal book might never have seen the light of day. Just as Newton's name is always linked with gravitation, so Halley's is associated with the famous comet. In fact it was HALLEY'S COMET AND VENUS, photographed by Slipher in 1910 HALLEY'S MAGNETIC CHART. Though astronomy was Halley's main study he also paid attention to other branches of science. During his voyage to St. Helena he noticed that the compass needle did not point due east-west, but instead pointed north-south, that the north magnetic pole is not situated exactly at the geographical pole. Years later, in 1690, he was given a commission in the Royal Navy to sail on board HMS "The Paramount", on a journey which enabled him to study the 'variation' of the compass—i.e., the difference between true south and magnetic north. In a second cruise, in 1699-1701, he went to the South Atlantic and encountered landless icebergs. A year later he was able to publish a map showing the magnetic variations over the whole world. Sea navigators found it remarkably useful. Halley's book about comets, published in 1705, which provided the most dramatic proof that the laws given in the *Principia* were correct. A brilliant comet with a tail stretching half-way or more across the sky is a glorious spectacle. Not unnaturally the ancients found it frightening, and an indication that the gods were angry, so that disasters of all kinds were liable to follow. For instance the Roman writer Pliny, who was killed during the eruption of Venusius in A.D. 79 which overwhelmed the towns of Pompeii and Herculaneum, wrote: "I saw a comet between Caesar and Pompey an example of the terrible effects which follow the apparition of a comet . . . that fearful star which overthrows the powers of the Earth, showing its terrible locks". A bright comet was also seen just before the Battle of Hastings in 1066, and is shown in the famous Bayeux Tapestry which is said to have been woven by William the Conqueror's wife. Even in Halley's time such comets lingered on, and in backward countries they are not quite dead yet. The real mystery was that nobody knew what comets were, or how they moved. They could not be predicted; they would appear without warning, and remain striking for a few days, weeks or months before fading gradually away. They did not seem to flash across the sky in the manner of shooting-stars, but their shifts A map showing magnetic variation. HALLEY'S CHART OF THE SOUTHERN SKY the royal observatory 81 62 April 26 April 27 April 30 May 2 May 3 May 4 May 5 HALLEY'S COMET IN 1910, photographed at Mount Wilson on various dates. Halley was extremely interested in the matter, and he collected all the recorded observations of comets which had been seen between the years 1337 and 1698. One of these comets was that of 1682, which he had himself observed. He calculated the various orbits, using Newton's principles, and realized that the three comets of 1531, 1607 and 1682 had moved in almost identical paths. Consequently, that these were mere returns of one and the same comet, moving round the Sun in periods of about six years? Halley believed so, and he predicted that the comet would again be seen in 1758. By that time he knew that he would be dead, but, modestly, he added: 'If the comet should return according to our prediction, about the year 1758, impartial posterity will not refuse to acknowledge that this was first discovered by a Briton.' His forecast came true. On Christmas Day 1758 a German amateur astronomer named Johann Palitzsch, living on his farm near Dresden, rediscovered the comet, and throughout the early part of 1759 it made a brave show in the sky. Fittingly enough, it became known as Halley's Comet; it came back once more in 1835 and 1910, and is due again in 1986. A comet is not a solid, rock-like similar to a planet. It is made up of numerous small particles surrounded by an 'envelope' of thin gas, and is not nearly so important as it may look; it is very small mass, and is quite harmless—in fact the Earth passed through the tail of Halley's Comet in 1910 without being in the least damaged. Nowadays it is known that faint comets, visible only with the help of telescopes, are very common, though no really brilliant comets have appeared since 1910. Comets may be divided into two types. There are the so-called periodical comets, which move round the Sun in elliptical paths; some of these have periods of only a few years, but Halley's is the only bright periodical comet with a period of less than five centuries. The remaining 'great' comets, which attract general attention, move in much more eccentric orbits, so that they come close to the Sun at intervals varying from a few years to ten thousand or a hundred thousand years, perhaps. This is why we cannot tell when to expect them. A comet is not basically self-luminous (though it does emit a certain amount of light when PLough OR Dipper. The seven stars in the Plough form a pattern resembling a dipper. Two of the stars, (Dubh) and (Alkaid), are moving in a different direction from the other six. A diagram showing the positions of stars in the Plough constellation over time. 200,000 B.C. The Present Day A.D. 200,000 83
May 15 May 23 May 28 June 3 June 6 June 9 June 11
A series of six images showing the positions of Betelgeux, Rigel, and the Belt (the three stars forming Orion's belt) at different times over a period of about two years.
Betelgeux
Belt
Rigel
The Present Day
Betelgeux
Belt
Rigel
A.D. 75,000
close to the Sun), and can be seen only when it is reasonably near perihelion. Halley was the first to explain the way in which comets move, and he provided a splendid confirmation of Newton's theories. We now know that Halley's Comet was the object which so alarmed the Saxons in 1666, and earlier returns have been traced back to well before Julius Caesar's time. It has been found that many of the faint comets, too, move in very eccentric paths, so that they have immensely long periods. Such were the comets of spring and autumn 1957 and spring 1960, all of which became bright enough to be seen without a telescope. Another great discovery made by Halley was that three bright stars, Sirius, Procyon and Arcturus, had shifted slightly since the time when Hipparchus had drawn up his star catalogue. Sirius had moved towards the north pole, Procyon away from it, psycho Brahe's work at Hven. This was the first indication of proper motion, and showed that the old term of 'fixed stars' was misleading. Flamsteed died in 1719, and Halley was the obvious choice to succeed him as Astronomer Royal. Unfortunately Flamsteed had bought all the instruments himself, and on his death his widow removed them, so that Halley also was left with an observatory but no instruments. He began again, and built new telescopes and measuring instruments. His widow died, and some of his equipment is still to be seen in the 'Octagon Room' which was designed by Sir Christopher Wren. By this time Halley was well over sixty years of age, but with his usual energy he returned to the problem of longitude-finding. Flamsteed had produced a star catalogue; Halley set out to study its movements. Of the Meridian circle nearly nineteen years, but he completed the observations, and they proved to be of immense value—though the 'lunar distance' method of longitude-finding was never used at sea, since the development of the chronometer, by Harrison, made it unnecessary. Halley made many other important observations. He watched a transit of Mercury during his stay in St. Helena, and worked out a method of using transits to measure the distance of the Sun; he also discovered that part of the Sun's atmosphere which we now call the chromosphere; and altogether he was responsible for tremendous advances in astronomy. When he died in 1742, to be succeeded as Astronomer Royal by the Rev. James Bradley, the whole scientific world mourned his loss. **PROPER MOTIONS OF STARS IN ORION. (Upper) Orion at the present time. (Lower) the constellation as it will be in A.D. 75,000** 14 # Lomonosov UP TO NOW WE HAVE been describing the lives and researches of astronomers of Western Europe—Britons, Italians, Germans, Frenchmen and the rest. American science had hardly begun, and in the Far East there had been no developments since the ancient Chinese had recorded their comets and eclipses. What, then, of Russia? Scientists of the modern U.S.S.R. play a leading part in astronomical research, but during the eighteenth century Russia was relatively backward. Even the Copernican theory was generally rejected both on scientific and religious grounds. At that late as 1740 most Russian professors held to the old idea that the Sun must go round the Earth. The change-over to a more enlightened view was due in part, at least, to the first of Russia's great astronomers, Mikhail Vasilevich Lomonosov. Lomonosov was born on an island not far from the city of Archangel in 1711. His father, a free peasant, was a fisherman, and during his boyhood Mikhail went on several fishing expeditions into the White Sea. As a child he learned to read and write among Russian children of the time he had very little schooling, but by the age of fifteen he had learned how to read and write, and—according to a story which may well be true—he ran away from home and joined a train of sleds carrying frozen fish, bound for Moscow. He enrolled in a school attached to a large monastery, and his education began. He became interested in science, and also studied mathematics. He made rapid progress, and came to the notice of the St. Petersburg Academy of Sciences, which had been founded by the Czar Peter I. In 1735 he was sent to the University of St. Petersburg, and a year later he and other students were sent to a German University at Marburg principally to study chemistry and mineralogy. Lomonosov was already showing signs of exceptional ability. It cannot be said that he behaved well; he shocked his German professors by his habit of drinking too much (a not uncommon failing among Russian students in those days), and when he went back to his own country in 1741 he abandoned the wife whom he had married after his arrival in Germany. Two years later he instigated with his colleague at the St. Petersburg Academy complaints followed, which were so insinuating as to be insulting during which time he wrote two of his most famous poems. However, he became a full member of the Academy in 1745, and for some time was director of the main chemical laboratory, which he himself designed. Lomonosov's activities were widespread. He was interested in problems in navigation, and with the aid of his own measuring instruments determined both the latitudes and longitudes of many of the main cities of his country, so drawing up the first accurate map of the Russian Empire. He described a 'solar furnace', using lenses and mirrors; he invented a new kind of reflecting telescope, A diagram labeled "QUADRANT" designed and used by M.V. Lomonosov. **THE CHAMBER OF CURIOSITIES IN LENINGRAD. There used to be an observatory at the top of the building, used by Lomonosov. Photograph by Patrick Moore, 1960.** --- THE AURORA BOREALIS. Lomonosov was among those who studied the spectacular aurora or Polar Lights on a pattern not unlike that developed later by Sir William Herschel; he investigated electrical phenomena, including the spectacular aurorae or Polar Lights. All this time he never ceased to champion the Copernican theory, though many of his colleagues disapproved. One of Lomonosov's most interesting discoveries was made in 1761, when Venus passed in transit across the face of the Sun for the first time since Horrocks and Crabtree had made their famous observations in 1639. When Edmond Halley had been at St. Helena, he had watched a transit—not of Venus, but of Mercury. Following up an earlier suggestion by James Gregory, he had realized that such transits might provide a method of measuring the distance of the Sun. Of course there are many refinements to be taken into account, and the method used was somewhat complex; but in theory it was possible although difficult. The mean distance, accurately, but Venus, which is much larger and closer, held out more promise, and Halley certainly regretted that he could not hope to live long enough to watch the 1761 transit. When the time came the transit was carefully studied by astronomers all over the world. Unfortunately the results were disappointing. The phenomenon was known as the Black Drop. As Venus approached to the Sun it appeared to draw a strip of darkness after it, and when this disappeared the transit was already in progress. It was therefore hard to time the moment when the transit actually started—and since this was essential to the method, the distance measurements were not reliable. Similar troubles were experienced at the next transit, that of 1766. Many years later the German astronomer Encke published a final result based on the observations, and gave the mean distance as 95.5279 million miles, which is now known to be over two million miles too great. No reference to transits would be complete without a reference to the amazing misfortunes of the French astronomer Guillaume Legendil, who decided to observe the 1761 transit from The Black Drop. This was the effect which ruined the accuracy of the transit of Venus method of determining the Sun's distance. True Limb Apparent Limb - True Limb Apparent Limb Image of a crescent moon. Image of a crescent moon. Image of a crescent moon. Image of a crescent moon. OCCULTATION OF REGULUS BY VENUS, JULY 7, 1939. It is very seldom indeed that a planet passes through the shadow of another planet, but such an event took place on the early afternoon of July 7, 1939, when Regulus, the brightest star in Leo, was drawn by Patrick Moore with the 12-inch reflector at Henry Brinton's observatory in Selby, show the changing position of Venus and the Sun during the transit. The immersion Regulus was shining through the atmosphere surrounding Venus, and appreciable further immersion could be observed in relation to the height of the atmosphere of Venus. It will be many centuries before Venus again passes in front of a 31-magnitude star Pondicherry in India. He sailed in a French frigate, but unhappily for him a war between England and France was in progress, and about this time Pondicherry was captured by the English, so that Legendil had to turn back. Before he could reach land the transit would have been too late to make rough notes from the deck of his ship. Rather than risk being shipwrecked he waited in India for the next eight years, and observe the 1769 transit instead. Again he was unlucky, since clouds covered the Sun at the critical moment. Since the next transit was not due until 1874, Legendil set off for home; twice he was shipwrecked, and reached Paris after a total absence of eleven years to find that he had been pronounced dead and that his heirs were just about to distribute his property. Since those far-off days two more transits of Venus have taken place—in 1874 and 1882—and were closely studied. Once again, however, the results were not as reliable as had been hoped, and it must be admitted that the whole transit method has been found to be unsatisfactory. Future transits will not be regarded as of much importance. It is interesting to note that in this connection Venus has recently been used in a different way. In 1960 and 1961, astronomers in Britain and Russia were able to 'bounce' radar pulses off the planet, after which they measured the time-lag between the transmission and the resulting echo. Radar pulses, of course, move TRANSITS OF VENUS IN 1874 AND 1882. The diagram shows the apparent track of Venus across the face of the Sun during these two transits. In neither case was the transit observed from a single station; it was necessary to obtain measures which would be accurate enough to give a reliable estimate of the Sun's distance from the Earth. Great attention was paid to this problem in both cases; but it proved to be very disappointing, and the next two transits (those of 2004 and 2012) will not be regarded as of much astronomical importance. 86 Image of a crescent moon with a smaller crescent moon inside it, repeated five times. 87 at the same speed as visual light (186,000 miles per second), and so it was possible to measure the distances of the pulses had travelled. The distance of Venus could then be obtained, and this in turn allowed for the determination of the 'affinity' or Earth-Sun distance. The Russians have given a value of 93,868,000 miles, which differs little from the estimate obtained by the British team. Mikhail Lomonosov watched the 1761 transit from his home in St. Petersburg, where he had erected a refracting telescope of 1.5 metre length [3 feet], but before the transit began, the Sun's limb seemed to become 'smudgy', and a similar appearance was seen immediately after the transit was over. Moreover, there seemed to be a curious sort of 'blister' just before Venus passed right on to the Sun. Lomonosov could find only one way to explain what he had seen. In his own words: 'The planet Venus is surrounded by a considerable atmosphere, equal to, if not greater than, that which envelops our earthly sphere'. This would mean that Venus would indeed account for the appearance, and we now know that Lomonosov was right. Venus has indeed an atmosphere, probably about as deep as that of the Earth, though it contains much less free oxygen and much more carbon dioxide. This observation strengthened Lomonosov's view that some of the planets at least are not so very unlike the Earth, and he even supposed that life might exist on them. It will be some time before the next transit takes place; one will occur in 2004 and another in 2012, after which we will have to wait until 2117 and 2125. But though past observations have proved something of a disappointment to astronomers, it is interesting to remember that it was at the 1761 transit that Mikhail Lomonosov discovered that Venus, like the Earth, is surrounded by an atmospheric mantle. VIEW OF RUSSIA'S OLDEST OBSERVATORY. THE Chamber of Curiosities in Leningrad, where the first observatory in Russia was set up and used by M. V. Lomonosov. The photograph was taken from the roof of the building in 1960. There is no longer an observatory in the building, and the building itself is now used as a museum, although observations of the transit of Venus were not actually carried out from here, but from another site in St. Petersburg (now Leningrad). Photograph by Patrick Moore, 1960 15 **the 'father of stellar astronomy'** THE WORK OF NEWTON completed the greatest of all the revolutions in astronomical thought—begun by Copernicus, continued by Galileo and Kepler, and ended with the publication of the immortal *Principia*. Eleven years after Newton's death, a boy named Wilhelm Herschel was born in Hanover, which was then part of the British Empire. (It remained so, incidentally, until Queen Victoria came to the throne in 1837.) Herschel was to become as famous in his own time as Newton had been in his, and he certainly earned the nickname of 'the father of stellar astronomy'. As a mathematician and theorist he could not compare with Newton—nor did he wish to. He was an observer first and foremost, perhaps the greatest who has ever lived. It would be unfair not to mention at least some of the other leading astronomers of the eighteenth century. There were many of them, but one of the most famous of France, born in 1715, who studied higher mathematics at the age of eleven and was admi- SIR WILLIAM HERSCHEL, often regarded as the greatest observer in astronomical history sibleable to the Paris Academy of Sciences when only thirteen; he revised Halley's work on the famous comet, and predicted that it would come back to perihelion not in 1758, but in 1759. Clairaut's work was so accurate that he was in error by less than a month. There were the brilliant mathematicians Leonhard Euler, who continued to work well into old age after having become blind, and Joseph Lagrange. There was Jean Sylvain Bailly, who was exiled during the French Revolution in 1793; it was said that 'the Republic has no need of wise men'. And there were many more; but Herschel towered head and shoulders above them when it came to purely observational astronomy. Friedrich Wilhelm Herschel, better known to us as William Herschel, was born on July 15, 1738. His father was bandmaster of the Hanoverian Guard, and most of his children inherited musical talent. William was no exception, and at the age of fifteen entered the band as oboist. He soon found that he did not care for Army life. Moreover the Seven Years War was raging, and after some unpleasant experiences during the Battle of Hastenbeck in 1757 he left the band and went to London. There he met his wife Caroline and landed at Dover where he had only one French crown piece in his pocket. Fortunately he was a gifted musician, and had little trouble in earning his living. In 1760 he became organist at Halifax—after an audition in which he proved to be a better player than his chief rival, Dr. Wainwright, who was known to be an expert. During the following year he moved to Bath as oboist in an orchestra which played daily in the stilted Pump Room, and he then became organist at St. John's Church. Though he was a professional musician, music was never everything to Herschel. He had always been interested in astronomy, and about 1771 he turned to it as a serious hobby. He hired a small reflecting telescope, and enjoyed using it; but it was not **OBSERVATORY HOUSE, SLOUGH. The house where three Herschels—William, Caroline and Frederick—lived from 1769 to 1802. The great go-foot reflector was erected in the garden. Eventually the house fell into disrepair; this photograph taken by Patrick Moore was probably the last picture ever taken of it—three days before demolition was begun** **URANUS**, showing the planet together with one of its satellites. A painting made by D. A. Hardy from an observation by Patrick Moore on January 19, 1954. 23 x40 with a power of 500 on a 12-inch reflector A black and white photograph of a large, round object, possibly a planet or moon, with a smaller object, likely another celestial body, positioned to the left of the main object. 90 the 'father of stellar astronomy' powerful enough to satisfy him, and he looked round for something larger. Unfortunately he found that the price of a bigger telescope was more than he could afford. The only solution was to make his own. To be of any use at all, a telescope mirror must be very accurate indeed. If it is not so at all regular, the instrument will produce nothing but blurred images. On Newton's invention of two mirrors: the main one or speculum, and the smaller flat. The most important and expensive part of the instrument is the speculum. Nowadays, mirrors of this kind are made of glass, but during the eighteenth century they were more commonly made of a special alloy known as speculum metal. Herschel decided to become a telescope-maker, and in June 1773 he left his musical profession. He had to continue his musical profession, but all his spare time was spent with his mirrors. Eventually he produced a tolerable 5-inch speculum, but before this he had had over two hundred failures. By this time he had been joined by two of his family; his brother Alexander, also a musician and moreover a skilful amateur mechanic, and his sister Caroline. Alexander left after a time, but Caroline remained with her brother and became an astronomer in her own right—indeed, she discovered six comets. Herschel's first recorded observation, a sketch of the Orion Nebula, was made on March 4, 1774. His first successful reflector opened up new fields to him; he concentrated on making larger and better telescopes as well as on his musical career. Then, in 1781, came the discovery which was to change the whole course of his life. Herschel was now able to see that the stars were not in what we now call the form of a disk. He knew that the stars were distributed in space. He knew them to be distant, and he knew them to be immensely distant. Years earlier Thomas Wright of Durham, originally a clock-maker's apprentice and then a teacher of mathematics, had written a book in which he suggested that the stars might be arranged in the form of a disk. Wright, who was still living at the start of Herschel's observational career (he died in December 1786), did not follow up this theory; neither had the German philosopher Immanuel Kant, who had put forward a rather similar idea in 1755. When Herschel began work he had a completely open mind on the whole subject, but he knew that the only way to find out was to undertake a long series of practical observations. He therefore decided to use his telescopes to 'review the sky', counting the stars in each field of view. While busy at this task, on March 13, 1781, he came across an object in the constellation of Gemini (the Twins) which did not look in the least like an ordinary star. Instead of being a point of light it showed a distinct disk, rather greenish in hue. Herschel was using a home-made telescope of 7 feet focal length and a 6½-inch mirror, and he knew that the instrument was a good one, so he continued to observe it for several nights of his observation. During the following nights he discovered that this curious object seemed to be moving slowly against the starry background. Therefore it must be much closer than the stars. Herschel, naturally enough, took it to be a comet; indeed his paper to the Royal Society giving details of the discovery is 6½-INCH REFLECTOR MADE BY WILLIAM HERSCHEL. This is a replica of the telescope with which Herschel discovered Uranus in 1781. MOYEMENT OF URANUS AMONG THE STARS Observations made by Patrick Moore on March 4 and 6, 1960 the 'father of stellar astronomy' 91 entitled *An Account of a Comet*. He was interested, but by no means wildly excited. Once several observations of a moving body have been secured, the orbit can be worked out. Herschel's 'comet' was studied by the French astronomer Anders Lecell, then a Professor at Petersburg. Lecell's findings were, to say the least of it, startling. The object was not a comet at all; it was a new planet, moving round the Sun at a distance much greater than that of Saturn. Astronomers all over the world were taken completely by surprise. It had not occurred to them that Saturn might not after all be the most remote planet, and the discovery was completely unexpected. Yet there could be no doubt that Lecell's calculations Herschel became famous at once, and the King, George III, appointed him royal astronomer (not Astronomer Royal; the official post was at that time held by the Rev. Nevil Maskelyne) at a salary of £200 per year. The grant was not enough to make Herschel rich, but it did allow him to abandon music as a career, so that he could spend years on research without pay. In 1781, he gave his name to the King. Herschel proposed to name the new planet 'Georgium Sidus"—the Georgian Star. Foreign astronomers naturally objected, and finally the planet was christened Uranus, after one of the mythological gods. Uranus can just be seen with the naked eye, but it is a very faint object below the fifth magnitude, and to identify it without the help of a telescope would be practically impossible. However, it had been observed since Herschel's time. Flamsteed had seen it as long ago as 1690. Pierre Lemonnier, a French Professor who had been born in 1715, had noted it a dozen times between 1750 and 1771, and had he taken the trouble to compare his observations he would certainly have detected its motion among the stars. However, Lemonnier was not a methodical man; if it is stated, apparently with truth, that when he observed Uranus was clear last night down on an old paper bag which had contained hair perfume. (It is also related that Lemonnier was so ill-tempered that he quarrelled with almost everyone whom he met.) Uranus proved to have a mean distance from the Sun of 1,785,000,000 miles, as against the 886,000,000 of Saturn. It is so remote, and moves so slowly, that it takes eighty-four years to complete one revolution. Its large world is 39,000 miles in diameter, so that it could contain about fifty globes the size of the Earth. However, it is by no means Earthlike; it is made up chiefly of hydrogen gas, and it is intensely cold. It is probably true to say that Herschel is best-remembered as being the discoverer of Uranus, but this gives a wrong idea of his career. His main work was in the study of the stars, and had he been given more systematic reviews of the sky he would not have found his new planet. Herschel believed that the apparent brightness of a star must be a reliable guide to its distance from us, so that brilliant stars would be closer than fainter ones. This is not the case, but Herschel had no means of working out the distance of any star, and his assumption was perfectly reasonable. URANUS AND TWO OF ITS SATELITES. Photograph by B. Warner and published in *The Illustrated London News*, 1862. From *The Royal Observatory*, 1926. Of the five satellites of Uranus, one (Miranda) is excessively faint; two ( Ariel and Umbriel) are difficult objects; three (Titania and Oberon) are easily seen; Titania and Oberon are shown. Surface detail on Uranus itself is almost impossible to record photographically. COMPARATIVE SIZES OF URANUS AND THE EARTH. Uranus, with a diameter of 39,300 miles, is a giant planet, though considerably smaller than either Jupiter or Saturn. 92 the 'father of stellar astronomy' The way to find out how the stars were arranged, therefore, should be to count them. The regions of the sky which contained the greatest number of stars would represent the greatest extensions of the stellar system or Galaxy. It was impossible for Herschel to count every star revealed by his telescopes, so he adopted the method of "sweeping", or counting the stars in certain carefully-selected regions. There are obviously more stars in and near the Milky Way than in other areas, but Herschel soon found that the percentage increase was greater for faint stars. For instance suppose that we take two areas, one near the Milky Way and one remote, and use a telescope which will show four times as many bright stars in the Milky Way zone than in the other. With a larger telescope, it will have no effect on the number of faint stars in either area, but on bright ones. In other words, faint stars are unexpectedly numerous close to the Milky Way, and Herschel came to the conclusion that the Galaxy must be shaped rather like a double-convex lens or two plates clapped together by their rims, with the Sun some-way near where the middle. The suggested arrangement is shown in the diagram. If S represents the Sun most stars will be seen in the directions SA and SB, and this will mark the Milky Way—a mere perspective effect. Fewer stars will be seen in directions SC and SD, indicating the most barren parts of the sky in the regions of the constellations of Lynx and Sculptor. In the main Herschel was correct. His only serious error lay in placing the Sun in the middle of the system; we now know that it is well out to one side. However, this error was not Herschel's fault, but his idea of a lens-shaped Galaxy was a great step forward. At about the same time he managed to measure the movement of the Sun itself with respect to the stars. This was done by means of a well-known effect. If you drive along a road with trees to either side, you will note that the trees ahead of you seem to 'open out' as you approach them, while the trees behind will 'close up'. Herschel found that the stars were behaving in the same way. The shifts were remarkably small and difficult to measure, but in HERSCHEL'S PLAN OF THE GALAXY. Herschel was the first man to propose a plan of the Galaxy or Nebula. When he first made his observations it was reasonable to assume that his guesses had been on the right lines. Herschel's mistake lay in placing his Sun too near the centre of the system as shown here; in reality it is well out toward the edge. If an observer looks along direction AB he will see more stars than if he looks along CD giving rise to the Milky Way effect; if he looks along direction CD he will see fewer stars. In this respect Herschel's views were perfectly sound. THE GREAT NEBULA IN ORION. This cloud of gas is visible to the naked eye. It lies in the Sword of Orion, and is 1500 light-years away. The gas is made luminous by the presence of hot stars within it. In some parts, these clouds are much more rarefied than the best vacuum obtainable on Earth, but due to its enormous size the nebula has a total mass ten times that of our Sun. Photograph taken by the 200-inch Hale reflector at Palomar. A diagram showing a circular outline labeled C with points A, B, D labeled around it. A starry night sky with a prominent nebula in the center, emitting a bright white light. The nebula has a reddish hue and is surrounded by dark purple clouds. Stars are scattered throughout the image. 94 the 'father of stellar astronomy' A 6-INCH NEWTONIAN REFLECTOR. The tube is a skeleton, which is perfectly satisfactory for instruments of this type. GALAXY IN CASSIOPEIA, N.G.C. (New General Catalogue) 147. "The photographs show the light of the 200-inch Hale reflector at Palomar. This is an external system, and lies far beyond the boundaries of our own Galaxy." 1783 he announced that the Sun is moving towards a point in the constellation Hercules, not far from the brilliant Vega. The position which he gave is extremely close to the modern estimate. Meanwhile he had felt the need of a still larger telescope, and he decided upon a patent for a reflector. In Newton's arrangement the flat lies in the main tube so that it reflects a little of the starlight from the main mirror. Moreover there are two reflections—one from the speculum and one from the flat—so that further light is lost. Herschel decided to tilt his speculum at an angle, and bring the light to focus at the upper end of the tube, thus doing away with the flat altogether. In fact, the arrangement is not so good as might be thought, and Herschelian telescopes are seldom made now. In January 1787 Herschel tested one of his new-type reflectors, a giant instrument with a focal length of 20 feet. Almost at once he made the interesting discovery that Uranus, which he had first identified six years earlier, was attended by two satellites—now known to us as Titania and Oberon. This brilliant result made him decide to construct an even larger telescope, with a mirror 48 inches across and a focal length of 40 feet. The task was by no means easy. The first mirror, tested in Galaxy in Cassiopeia, NGC 147. the 'father of stellar astronomy' 95 **PRINCIPLE OF THE HERSCHELIAN REFLECTOR.** Herschel's method was to tilt the main mirror, thus doing away with the necessity of having a second mirror or 'flat'. Unfortunately this arrangement has numerous disadvantages, and is now seldom used. A yellowish-green image of a Herschelian telescope. HERSCHELIAN February, was found to be too thin, so that it went out of shape. A second was cast in 1788, but developed a crack and had to be rejected. Finally he made a third mirror, and on August 28, 1789 he used it for the first time. As soon as he looked at Saturn, he saw a new satellite, while another new attendant was detected on September 17. These were the moons of Neptune. Messier added Uranus, the number of Saturnian satellites to seven. As we remember, Huygens had discovered one (Titan) and Cassini four more. The 40-foot telescope had been set up at Herschel's new home, Observatory House in Slough. The mirror, weighing 2,118 lb., was slung in a ring, and the sheet-iron tube in which it rested was almost 5 feet wide. Ladders 30 feet in length gave access to a movable stage and the whole instrument was mounted on a revolving platform. The giant telescope was optically excellent by nineteenth-century standards, but it was clumsy to use, and disturbances in the Earth's air meant that conditions were seldom good enough for it to give of its best. Herschel used it only when the 'seeing' was exceptional, and most of his routine work was done with the smaller instruments. He made his last trip on January 19, 1811, when it was directed to the Orion Nebula. On New Year's Eve 1830, long after Herschel's death, it was dismounted, and the great tube was laid down on three stone piers in the garden at Slough. Herschel married in 1788, and his sister Caroline moved out of Observatory House. She remained near at hand, however, living in the town of Slough and coming every night to help William in his work. She did not want fame; she despised of assistants; she had no wish for personal fame, and was content, as she herself said, with 'reflected glory'. In later life, after William's death, she returned to Hanover, and died in 1848 at the advanced age of ninety-eight. Herschel's 'reviews of the heavens' resulted in the discovery of many objects. For instance, there were the dim patches known as nebulæ in 1766; Halley had listed 6; the French astronomer Lacaille compiled a catalogue of 42 in 1755; and Messier, the famous comet-hunter, produced a list of over 100 in the year 1811. Herschel discovered over 1,500 more, and also found that they were of two kinds. Some of them appeared to be made up of stars, while others gave the impression of glowing gas. It was then that Herschel made one of his most inspired suggestions. Could the starry nebula be separate galaxies, far beyond the limits of our A black-and-white engraving showing a large telescope mounted on a rotating platform in a garden. HERSCHEL'S 40-FOOT REFLECTOR, with its scaffolding A black-and-white engraving showing a large telescope mounted on a rotating platform in a garden. ENGRAVING OF THE 40-FOOT RE-FLECTOR in the garden of Observatory House, Slough FLAMSTEED HOUSE. The old Royal Observatory in Greenwich Park, now renamed and used as a museum; one room is devoted to Herschel's work. The photograph, taken in 1961 by Patrick Moore, shows the Octagon Room, used by Flamsteed, and the celebrated time-ball. A photograph of Flamsteed House, the old Royal Observatory in Greenwich Park. THE OLD ROYAL OBSERVATORY, GREENWICH. A view of one of the other buildings. Photograph by Patrick Moore Milky Way? We now know that he was right, but the truth of his suggestion was not proved until over a century later. Another subject which attracted Herschel was that of double stars, and his studies here led him on to a further important discovery. A careful look at Mizar, the second star in the 'handle' of the Plough, or Big Dipper—Zeta Ursae Majoris according to Bayer's nomenclature—shows that it has a smaller star, Alcor, close behind it. On a clear night, anyone with normal eyes can see Alcor without much trouble, but a telescope shows that Mizar itself is made up of two stars, one component being brighter than the other. Mizar is in fact a double. Pairs of stars are very common. Sometimes, as with Gamma Virginis, the components are exactly equal; sometimes one is much more brilliant than the other—for instance Polaris has a fifth-magnitude companion, and other bright stars with dim attendants are Rigel, Antares in the Scorpion, and Sirius. Up to Herschel's time it had been thought that these double stars were mere effects of perspective. In the diagram, star A is much closer to the Earth than star B, but it happens to lie in almost the same direction, and in a telescope the pair would appear as shown in this case. Doubles of this sort are known, and are termed optical doubles. Herschel studied double stars closely, and in 1802 he was able to announce that in most cases the two components of a pair really were close together, revolving round their common centre of the 'father of stellar astronomy' 97 gravity much as the two bells of a dumbbell will do if twisted by their joining bar. He had in fact discovered real stellar companions, known today as *binary stars*. Rather unexpectedly, it has been clear that binaries are much more common than optical doubles. These are only a few of Herschel's discoveries. More than any other man, he put stellar astronomy on a really firm footing. Some of his ideas sound strange to us; he was convinced that the Moon and planets were inhabited, and he believed that there might be men living in a cool region inside the Sun. Yet as an observer he was in a class of his own. He was knighted in 1816; he received every honour that the scientific world could bestow, and he became the first President of the Royal Astronomical Society of London (now the Royal Astronomical Society). He presented his last scientific paper when he was eighty years old, and he was active almost to the date of his death on August 25, 1822. His son Sir John Herschel carried on with his father's work, and went on an expedition to the Cape of Good Hope, to extend the 'star-gauge' for the southern skies. In all he discovered over 3,300 new double stars and 525 nebulae. Sir John's own two sons were also active in astronomical work, and Observatory House remained in the possession of the Herschel family for many years. I last visited it in 1960, when the house was empty and the garden overgrown. The speculum of the 40-foot reflector, which I remember hanging on the wall in the front hall, had been taken down to Blantyre House, in the old observatory at Green- wich; the plaque marking the site of the great telescope had like-wise been removed—but in a shed there still lay part of the tube of Herschel's greatest reflector. Observatory House was pulled down in the summer of 1960, and will no doubt be replaced by a modern block of shops or flats. But though the old building is no longer there, William Herschel himself will never be forgotten. OPTICAL DOUBLE STAR. As seen from the Earth, stars A and B lie in roughly the same direction, and telescopically they appear as in the circle, though in fact star A is much nearer to us than star B. Its small size is well illustrated with B EXTERNAL GALAXY N.G.C.205 (in Andromeda)—a system far beyond our Milky Way, Herschel was one of the first to suggest that such objects might be external. Photo- graph taken with the 200-inch Hale reflector **16 the planet-hunters** A GLANCE AT A CHART of the Solar System will show that the planets are divided into two groups. Mercury, Venus, the Earth and Mars are relatively small and close to the Sun. Then there is a wide gap, followed by the giant planets—Jupiter and the rest. It looked almost as though there were a missing planet between Mars and Jupiter. Kepler suspected that some such body might exist, and even wrote: "Between Mars and Jupiter I put a planet." In 1772 the Director of Berlin Observatory, Johann Elert Bode, discovered Uranus at a distance of 196 million miles from the Sun. This was very close to the predicted position. It is still known as Bode's Law, though it had been discovered some years earlier by another German, Titius of Wittenberg. Take the numbers 0, 3, 6, 12, 24, 48, 96 and 192, each of which apart from the first—is double its predecessor. Now add 4 to each, giving: 4, 7, 10, 16, 28, 52, 100 and 196. Taking the Earth's distance from the Sun as 10, these figures give the distances of the remaining planets with remarkable accuracy, as the following table shows: **BODE'S LAW**
PLANET DISTANCE FROM THE SUN ACCORDING TO BODE'S LAW ACTUAL
Mercury 4 39
Venus 7 7²
Earth 10 16
Mars 16 15²
Jupiter 28
Saturn 52 52⁰
Uranus 100 95⁴
196 191⁸
Could this be coincidence? When Bode first made the Law known, Uranus was still undiscovered; but when it was found, nine years later, it fitted excellently into the scheme. The discovery of Neptune in 1846 was also to be no planet corresponding to Bode's number 28—the gap between Mars and Jupiter. If such a planet existed it would certainly be faint, probably invisible without a telescope; if it had been of the fifth magnitude, astronomers who had worked for years at compiling star catalogues—as Bode himself had done—would certainly have found it. Moreover, it was reasonable to suppose that its orbit would lie somewhere in the plane of the ecliptic, so that the planet would lie somewhere in the Zodiac. In 1800 six astronomers assembled at the German town of Lilienthal, not many miles from Bremen. Johann Schröter, who was famous mainly because of his studies of the Moon, had an observatory there and was a tireless worker in astronomy, so that A diagram showing the relative sizes and distances of the planets from the Sun. DISTANCES OF THE PLANETS FROM THE SUN ACCORDING TO BODE'S LAW. Uranus, discovered in 1781, fitted excellently into Bode's Law (number 28), corresponding to number 28; it was this which led to an organized search, and the discovery of the first four Minor Planets. PLAN OF SCHRÖTER'S OBSERVATORY AT LILIENTHAL. This observatory was for many years the 'astronomical centre' of Germany and, indeed, of much of Europe. It was from Lilienthal that the planet-hunters originated. Here it was here too that Schröter carried out almost all his pioneer work in lunar observation. A map of the Schröter Observatory at Lilienthal. Lilienthal was a good choice. The purpose of the meeting was to organize a systematic hunt for the missing planet. The astronomers formed an association which became known unofficially as the 'celestial police', and each undertook to study a different part of the Zodiac, checking all the stars in an attempt to find an object which moved. The secretary of the 'police' was a Hungarian, Baron Franz Xaver von Zach, Director of the Seeberg Observatory near Gotha, and was particularly interested in international co-operation among astronomers. A plan of this sort takes some time to bring into working order, and before the 'police' could begin serious operations they were forewarned. At Palermo, in the island of Sicily, the Italian astronomer Giuseppe Piazzi was busy drawing up a star catalogue, and on January 1, 1801, he discovered Ceres. He looked up a point of light which behaved in a most unstartling manner. It moved appreciably from night to night, and Piazzi thought that it must be a tailless comet. He was interested enough to write to Von Zach, but unfortunately his letter took some time to arrive, and by the time Von Zach received it the strange moving body had been lost in the rays of the Sun. Lilienthal made no observations of it. Karl Friedrich Gauss, one of the greatest of German mathematicians, worked out an orbit and forecast its position, so that it was re-discovered exactly a year after Piazzi had first seen it. It did indeed prove to be a new planet, and was named Ceres, in honor of the patron goddess of Sicily. In one way Ceres seemed to be disappointing. It was too dim to be seen with the naked eye, and was less than 500 miles across, while other planets much smaller than this time by planet Jupiter would be, in the adjacent constellation of Scorpio, the Scorpion. Drawing by H. P. Wilkins PATH OF CERES AMONG THE STARS. The position of Ceres is shown for May 2, 12 1801 (Q2) at 3 o'clock in Beta Libra. At this time the planet Jupiter would be by, in the adjacent constellation of Scorpio, the Scorpion. Drawing by H. P. Wilkins the planet-hunters 99 Planetary Observatories J.H.Schröter.Wohnhaus 1762-1768. Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Schönaustrasse 100 Sch Schön au stra ss e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee ee eeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeee 100 the planet-hunters INCLINATION OF THE ORBIT OF PALLAS, which amounts to over 34 degrees A diagram showing the inclination of Pallas' orbit relative to Earth's orbit. The diagram includes labels for Trojans, Achilles Group, MAIN ASTEROID ZONE, Jupiter, Mars, and Earth. The inclination angle is marked as 34°. Trojans: Achilles Group MAIN ASTEROID ZONE Jupiter Earth Mars Trojans: Patroclus Group ORBITS OF THE TROJAN ASTEROIDS. The Trojans revolve round the Sun at mean distances between 2.28 and 2.57 AU, so that they move in Jupiter's orbit. One group of Trojans lies well ahead 'of' Jupiter and the other behind 'it'. There is no danger of close encounters with Jupiter. The Trojans do not remain precisely 'fixed' in relation to Jupiter, but the diagram suffices to show the general situation. they went ahead with their plans. In March 1802 Heinrich Olbers, one of the hunters, detected a second body, slightly smaller than Ceres and moving at a slightly greater distance. Pallas, as it was named, was unusual in one respect; its orbit was inclined to the ecliptic at an angle of over 34 degrees, as against the 101 degrees of Ceres. Olbers, a doctor by profession, was an amateur astronomer, and had set up an observatory on the roof of his house in Bremen. His main work was in connection with comets, but he was also interested in new planets, and he suggested that Ceres and Pallas might be fragments of a larger body which had broken up for some reason. In this case there might be further pieces waiting to be discovered. In 1804 Karl Harding, Schröter's assistant at Lilienthal, found a third small planet [Juno], and in 1807 Olbers added a fourth [Vesta], which was the brightest of the four, though smaller than Ceres or Pallas. At times Vesta may be seen with a naked eye as a faint speck of light. Together the four were known as the Minor Planets or asteroids. Their orbits were very similar, apart from the sharper inclination of the path of Pallas. No more discoveries were made for some time. Schröter's observatory at Lilienthal was destroyed, and in 1815 the 'celestial police' disbanded. There the matter rested until 1820, when another amateur, Johann Hencke, returned to it. Hencke was the postmaster at his native town of Düsseldorf, and he felt convinced that there were more asteroids waiting to be discovered. Alone and unaided he searched patiently for fifteen years, and at last he was successful; in 1845 he found another asteroid, now named Astra. Less than two years later he detected No. 6, Hebe. Now other astronomers started joining in the hunt. John Russell Hind (1793-1876) discovered No. 7 (Triton), in 1847; Henri de Chéseaux (1793-1849) Tris; Graham, at Markreee, a ninth (Metis) in 1850; then three discoveries in 1850, two by Italian Annibale de Gasparis, Director of the Capodimonte Observatory near Naples, and one by Hind. Since then, not a year has passed without the addition of several more asteroids. Over 2,000 have now been studied sufficiently for their orbits to be worked out, and many more must remain undetected. One estimate gives the total number of asteroids as about 100,000; Russian authorities believe that 100,000 may be nearer to the truth. The early discoveries were of course made by ordinary visual observation—the careful checking of star-fields night after night, to see if any starlike point moved. Later, photography came into A map showing the relative sizes of Ceres compared with the British Isles. Ceres is described as "the largest of the minor planets," while Vesta is said to be "the brightest." The text also mentions that Vesta may be seen with a naked eye as a faint speck of light. CERES SIZE OF MINOR PLANET COM- PARED WITH THE BRITISH ISLES. Ceres is the largest of the minor planets, and Vesta the brightest TRAIL OF ICARUS, 1949. Icarus is an exceptionally interesting minor planet. It is not an 'Earth-grazer', but at its closest to the Sun its distance is less than that of Mercury. The motion is rapid, and the trail of Icarus is indicated by the arrow; clearly the asteroid moved appreciably during the time of exposure. Photographed with the 60-inch Schmidt camera at Palomar. TELESCOPE USED BY SCHROETER. Of Schröter's telescopes, it is possible that the largest (a 15-inch Schrader reflector) was of poor quality optically, and that others were even worse. One of them, made by Herschel, was extensively used for Schröter's work on the Moon and planets. use, and was responsible for revealing so many asteroids that some astronomers began to lose patience with them. One American even called them 'vermin of the skies'. Ceres, with a diameter of 420 miles, is much the largest of the minor planets, and most of the smaller members of the family are mere lumps of material a mile or two acrom. None of them can have any atmosphere, and all things considered they are among the least interesting of the celestial bodies. It is still not certain whether Olbers was right or wrong in believing that they are the A diagram showing a large telescope mounted on a wooden structure. W. H. Olbers' Telescope on the roof of his Observatory at Göttingen, 1837. 102 the planet-hunters A diagram showing the orbits of some major planets in the Solar System. The innermost orbit is that of Mercury, followed by Venus, Earth, Mars, Jupiter, Saturn, Uranus, and Neptune. The largest circle represents the orbit of Jupiter, with smaller circles representing the orbits of the other planets. The diagram also shows the orbits of some minor planets, including Eros, Hidalgo, and Malta. remains of a former planet which met with some disaster; it is equally likely that they represent debris left over when the main planets were formed. Because the asteroids are so small and of so little mass, their gravitational pulls are weak. If it were possible for a man to stand upon one of the junior members of the Solar System, say a mile in diameter, he would sink into the surface at the rate of about 3 feet per second. There are several asteroids with unusual orbits. Eros, discovered by the German astronomer Witt in 1868, comes within the path of Mars, and may approach the Earth to within 15 million miles. It is a curious body shaped rather like a sausage, 15 miles long and about 4 miles wide, and it has proved to be of real use to astronomers. In 1931 it passed by us at a distance of 17 million miles, and its passage was used to help considerably in measuring the scale of the Solar System and thus indirectly—the distance between the Earth and the Sun. Several smaller asteroids can come even closer, and in 1937 a dwarf world, Hermes, passed at a distance of only 485,000 miles, less than twice as far as the Moon. Another asteroid, Hidalgo, swings out almost as far as Saturn; Icarus moves to within 49 million miles of the Sun. These bodies are very hot—so hot that they might be red-hot. On the other hand there are two groups of "Trojan" asteroids, named after the heroes of the Trojan War described by the poet Homer, which move in almost the same orbit as Jupiter. However, there is no fear of collision. One Trojan group keeps well ahead of the giant planet, while the other group follows far behind. After the discovery of the first four asteroids there seemed no particular reason why more should appear until fresh planets remained to be discovered until Uranus began to be studied seriously. It should have been a straightforward matter to work out the way in which Uranus should move. This was particularly the case since, as we have seen, there were some early observations by Flamsteed and Lemonnier which showed Uranus clearly, even ORBITS OF SOME INTERESTING MINOR PLANETS. Whereas most of the minor planets lie within our own solar system, some have distances between those of Mars and Jupiter, some have more eccentric orbits which take them away from the main swarm. Learnz, for instance, is so far from us that it takes nearly half as long to travel that of Mercury. Hidalgo travels out almost as far as the orbit of Saturn. However, most of these exceptional satellites are very small, and are therefore difficult to observe except when fairly close to the Earth. A map showing Malta and Eros. MALTA EROS SIZE OF EROS COMPARED WITH MALTA. Eros is one of the smallest asteroids, and is not even approximately spherical. Probably many of the other asteroids are of similar shape but this makes it exceptionally easy to study, since its orbit occasionally brings it well within 20 million miles of the Earth. the planet-hunters 103 though neither astronomer had recognized it as anything but a star. However, these old observations did not seem to fit. Either they were unreliable, or else Uranus must be subject to unex- plained perturbations. One of the leading French mathematicians of the early nine- teenth century was Alexis Bouvard, who began his career as a shepherd boy and ended it as a famous amateur. Bouvard re- calculated the orbit of Uranus, using only the observations made since Herschel's great discovery of 1781. Yet even this would not do; Uranus refused to behave, and over the years it persistently wandered away from its expected path. There is no doubt that each planet round the Sun, each has an effect upon its companions; for instance, the disturbances or *perturbations* caused in the Earth's orbit by the gravitational pulls of Venus, Mars and other planets can be measured. Jupiter and Saturn naturally perturbed the movements of Uranus, but Bouvard had allowed for all this, and still his calculations were wrong. In 1834 the Rev. T. J. Hussey, Rector of the Kent town of Hastings, published a paper supposing that an un- known planet were pulling on Uranus! This might account for its refusal to follow its expected path; and by working backwards, so to speak, it might be possible to track down the body responsible. Hussey went so far as to write to the Astronomer Royal, George ( afterwards Sir George ) Airy. However Airy's reply was not encouraging, and Hussey did no more. In 1835 a young mathematician, John Couch Adams, made up his mind to attack the problem as soon as he had taken his degree. He passed his final examinations two years later, and then began to study Uranus in earnest. It was a real problem in detec- tion. He knew the way in which Uranus was being perturbed; by sheer calculation he had to track down the planet which was causing the effect and naturally guessed at its position. By 1846 he had worked out where the new planet ought to be. He had no large telescope with which to search for it, and, natur- ally, he sent his calculations to Airy. Unfortunately Airy was still not particularly interested, and since Adams was still a young man he was reluctant to follow the matter up. Then, in 1846, similar calculations were published by a French mathematician, Urbain Le Verrier, who had approached the problem in the same way as Adams and had reached a very similar result. A letter from Le Verrier's memoir reached Airy, who realized that it was high time to do something about the calcula- tions which he had received many months before. Accordingly Airy instructed two observers to start hunting in the position which Adams had indicated. One of these was James Challis, Professor of Astronomy at the University of Cambridge; the other was William Lassell, a Lancashire bricklayer who had been given a telescope by Airy himself. Still there were delays. Challis had no good star maps of the area, and although he actually recorded the planet on August 4 and August 12 he failed to compare his observations. Lassell, by a stroke of ill for- tune, had sprained his ankle so badly that he was unable to join in the hunt at all. Meanwhile Le Verrier's observations had been sent to Johann Encke, Director of the Berlin Observatory, and Neptune map showing its calculated position shown by a cross. Upper: Neptune's star map used by Galle and D'Arrest. Lower: The same map, with Neptune indicated by an arrow and Le Verrier's calculated position shown by a cross. DISCOVERY OF NEPTUNE (Upper) Portion of star map used by Galle and D'Arrest. (Lower) The same map, with Neptune indicated by an arrow and Le Verrier's calculated position shown by a cross. 104 the planet-hunters Encke had at once passed them to two of his observers, Galle and d'Arrest. No time was lost. Galle searched the area with the telescope, while d'Arrest checked the stars against his chart. On September 25, 1846 they found a point of light which was not recorded on their charts, and this was the body for which they had been searching. It was named Neptune. Who really discovered Neptune? Galle first identified it from Le Verrier's calculations; but Adams had finished his work earlier, and everyone now agrees that the honor should be divided equally between the Frenchman and the Englishman. It must be added, unfortunately, that the question of priority caused some bitter quarrels at the time, though neither Adams nor Le Verrier took any part in it. It was a great achievement, and the final triumph of Newton's theories. Le Verrier had given the position of Neptune correctly to within one degree of arc, and Adams was almost as accurate. Neptune proved to be almost a twin of Uranus—slightly smaller, with a diameter of 27,700 miles, but slightly denser and more massive. Like Uranus, it is probably made up chiefly of hydrogen gas; it has no satellite, and its orbit is much more elliptical than expected from Bode's Law, and it goes round only once in 164$\frac{3}{4}$ years. Large though it is, it is so remote that it cannot be seen without a telescope. A small instrument shows it as a tiny, rather bluish disk of about the 8th magnitude. Within a month of its discovery, Lassell—having recovered from his sprained ankle—and found a satellite, Titania. Over a century later, in 1949, another minor planet, Umbriel, was discovered. As soon as Neptune became known, the orbit of Uranus was recalculated and the extra perturbations taken into account. This time all was well, and even the old notes of Flamsteed and Lemonnier fitted into place. The diagram will help to make the position clear. Before 1822, Neptune was tending to pull Uranus along with it. In 1822 it gave an opposite effect. Had Uranus and Neptune been on the same side of the Sun during the early nineteenth century, the perturbations would have been much less, and it is not likely that Neptune would have been tracked down. Again the Solar System seemed to be complete, but Le Verrier at least was not so sure. He had discovered a planet beyond Uranus; and it was possible that there could be another world at the opposite end of the system, similar in size or orbit of Mercury! Le Verrier believed so. Models like Uranus would move exactly according to theory, and calculations showed that there might be an unknown planet pulling on it also. Le Verrier worked out its position, and even gave it a name—Vulcan, after the blacksmith of the gods. The trouble was that Vulcan would hardly be seen under normal conditions, since it would be drowned in the Sun's glare. The only hope of seeing it would be to catch it as it passed in transit across the solar disk, just as Mercury and Venus do. Consequently Le Verrier was delighted when, in 1859, he received a report from a French amateur, Lescarbault, that he had actually watched the passage of such an object. Lescarbault lived in the small town of Orgères, and Le Verrier made haste to go and see him. A diagram showing positions of Uranus and Neptune around 1781-1840. POSITIONS OF URANUS AND NEPTUNE, 1781-1840. Before 1822, Neptune tended to pull Uranus along; after 1822, to draw it back. THE TELESCOPE WITH WHICH GALLE AND D'ARREST DISCOVERED NEPTUNE. The telescope was a refractor made by Fraunhofer in 1820. NEPTUNE. From an observation by Patrick Moore with an 18-inch reflector. Drawing by D. A. Hardy 106 the planet-hunters It must have been a strange meeting. By this time Le Verrier was Director of the Paris Observatory, and internationally famous, but he is also said to have been one of the rudest men who has ever lived. (Later in his career—in 1870—he was forced to resign his post, though he returned two years later when his successor, Charles Flammarion, was drowned in a boating accident on Cherbourge.) Lescarbatel, on the other hand, was by no means very much of an amateur. He was the local doctor, but also a carpenter, and he used to record his observations on planks of wood, planing them off when he had no further use for them. It is rather strange, then, that Le Verrier accepted the correctness of Lescarbatel's observation almost without question. To the end of his life he continued to believe in his intra-Mercurian planet, which he called Vulcan, and even after the discovery of Neptune, and it is now certain that the doctor-carpenter was wrong. The movements of Mercury have been satisfactorily explained, and Vulcan does not exist, though it is always possible that a few tiny asteroids move in orbits closer to the Sun than that of Mercury. Finally in the story of planet-hunting we come to modern times. Even after Neptune had been found, the movements of the outermost members of the Solar System still presented problems, and by 1905 Percival Lowell, who had founded an observatory at Flagstaff in Arizona, began a search for yet another planet well beyond Neptune. Lowell is best remembered for his theories about Mars, which will be described later, but he was also a first-class mathematician, and his calculations were based on the same principles as those of Le Verrier—though in some ways they were more difficult. The expected planet failed to show itself, and was still undetected when Lowell died in 1916. For some years the matter was dropped, but then another American, William H. Pickering, reinvestigated it and came to a similar conclusion. Again searches proved fruitless, and again the hunt was given up. The next triumph came much later. In 1929 astronomers at Lowell's old observatory at Flagstaff started searching once more, using improved equipment, and early in the following year Clyde Tombaugh, now a famous scientist but then a young and unknown assistant, came across a very faint speck of light which proved to be the 'ninth planet. It was named Pluto, after the God of the Underworld. Since Pluto is so far from the Sun, it must be a gloomy place indeed. Yet—was it such a triumph after all? When Pluto was studied, it proved to be much smaller than expected. If our measures are right, it must have a diameter less than that of the Earth, and could produce no measurable perturbations in the orbits of giant planets such as Uranus and Neptune. Either Pluto is more massive than we think, or else the discovery was purely a matter of luck. So far the riddle remains unsolved. Is there really another planet like Pluto? Some astronomers believe that there is, and if so it may be found one day, though it is certain to be very faint. Planet-hunting today is much more difficult than in the days of the 'celestial police' and Adams and Le Verrier, but it may not be over yet. Percival Lowell, Yerkes Observatory photograph DISCOVERY OF PLUTO, 1930. Pluto is indicated by arrows. (Upper) March 2, Lowell Observatory photograph. The planet has moved appreciably since its initial brightness; overexposed star to the left is Delta Cepennium. Lowell Observatory photograph # 17 great telescopes UP TO THIS POINT we have been able to deal with the history of astronomy by taking each half-century or so and describing the main developments. A comparatively few famous names dominate the story: Aristarchus, Ptolemy, Copernicus, Tycho Brahe, Kepler, Newton and Herschel among others. But from the time of Herschel's death, such treatment is no longer possible, and it is necessary to take the various branches of astronomy one at a time, bringing them up to the present day. First, then, let us consider how telescopes and other instruments were improved. Newton had developed the reflecting telescope mainly because he could not see how to produce a refractor which would be free of the irritating false color. The aerial telescopes of men such as Huygens and Hevelius were remarkably clumsy, and unless better lenses could be made it was quite obvious that the refractor had little future. So matters stayed until 1729, when an English amateur named Chester More Hall, who lived near Harlow in Essex, made a series of interesting experiments and constructed the first compound or achromatic object-glass. Strictly speaking, such an object-glass is not one lens at all, but two or more made of different kinds of glass, and placed together in such a way that the false colors produced by one lens will thus tend to be cancelled out by the other. More Hall's theory was basically wrong. However, he did manage to build an achromatic refractor with a 24-inch object-glass and a focal length of only 20 inches. It was far from perfect, but it was a vast improvement on the old-type 'monsters'. More Hall had no wish for fame, and he took no steps to make his discovery known. Not many people heard about it, and it was soon forgotten. At this period the reflector made by men such as James Short, a famous Scottish optician, were regarded as much more promising. Then, in 1758, an instrument-maker named John Dollond rediscovered the principle of the achromatic object-glass. Helped by his son Peter, he began to make lenses for sale, and before long refractors became more popular than reflectors. It was more difficult than mirror-grinding, but the refractor has certain obvious advantages over the reflector, even though it is more expensive and the false color trouble can never be properly cured. There were two great telescope-makers living in the early part of the nineteenth century: Herschel, who made considerable sums of money by selling mirrors / King George III, for instance, paid him 6oo guineas each for four instruments of focal length 10 feet; and Joseph Fraunhofer von Frankforter. The difference between the two was that while Herschel concentrated on reflectors, Fraunhofer was much more interested in refractors, and his ambition was to build a lens telescope which would be better than anything which Herschel could produce. Fraunhofer was born at Straubing, in Bavaria, in 1787. Both GREGORIAN TELESCOPE: Another of Short's instruments GREGORIAN TELESCOPE: made by James Short in 1749 108 great telescopes his parents died while he was very young, and he had little schooling. At the age of fourteen he was apprenticed to a Munich looking-glass-maker, Weichselberger. We often hear of cruel masters and starved, ill-treated apprentices, but in Fraunhofer's case the description fitted the facts, and the boy was desperately unhappy. Then came an incident which altered his whole career. The unheated lodgings in which he lived collapsed for no apparent reason, and he found himself on the street. The ruins of these operations were watched by the Elector of Bavaria, who happened to be driving past, and it pleased him to befriend the lad. He provided Fraunhofer with enough money to buy his release from Weichselbergerer, and to educate himself. Later on the Elector would have had good reason to be pleased at the success of this young man. Fraunhofer became famous. He joined the Munich Optical Institute in 1806, and became its Director only seventeen years later. His lenses were by far the best produced up to that time, and when difficult problems arose he solved them step by step. He was also the true founder of spectroscopy, which has provided us with most of our modern information about the stars, and which will be described in Chapter 22. It was particularly tragic, therefore, that he died in 1826 at the age of thirty-five. In 1817 Fraunhofer produced an object-glass of magnificent quality, $9\frac{1}{2}$ inches in diameter and of $14$ feet focal length. It was PALOMAR OBSERVATORY. (left to right) The buildings shown are the dome of the 18-inch Schmidt camera; the residential quarters; the dome of the 60-inch Schmidt; the Dome Laboratory; the main building; the garage, and the water tower and reserve tank. DOME OF THE 102-INCH REFLECTOR AT THE CRIMEAN ASTROPHYSICAL OBSERVATORY, photographed by Patrick Moore in October 1962; the dome construction was not quite complete, and scaffolding can still be seen 110 great telescopes 8-INCH REFRACTOR at Port Elizabeth Observatory, South Africa bought by the Russian Government for the Observatory at Dorpat, in Estonia (which was then, as now, ruled by Russia). In 1824 the telescope was ready, and during the following years F. G. W. Struve, Director of the Observatory, discovered 2,200 new double stars with its aid. The 'great Dorpat refractor' has indeed had a distinguished history. In another way, too, the telescope opened a new era: it was clock-driven, so that it automatically followed the stars in their east-west movements across the sky. We know that the apparent daily motions of the Sun, Moon, planets and stars are not real, but are due to the Earth's rotation on its axis. Because the Earth spins from west to east, the stars seem to travel from east to west, describing paths round the celestial pole. The movement is so slow that to the naked eye it is hardly noticeable except over a period of several minutes. When one looks at a star for hours, however, this effect becomes very obvious. An eyepiece giving a magnification of, say, 200 will show only a very small area of the sky, and a star will seem to speed across the field, so that the telescope has to be shifted all the time to keep the object in view. This trouble becomes worse with increasing power, and it is not easy to push a telescope smoothly enough. The remedy is to make it driven by some kind of mechanism so that it will swing round at such a rate as to keep the star firmly in the field of view. The idea of such a driven telescope originated with Robert Hooke, but in his day equatorial mounts were not built; even Herschel's great 40-foot reflector was an altazimuth, so that it had to be moved up and down as well as from east to west if it were to keep a star in view. The Dorpat refractor was set up on an equa- torial mount, and we drove it by hand clockwork. This timing, this was a daring new development. Nowadays all large telescopes are driven, though in most cases electricity has replaced clockwork. The next great development lay not many years ahead. This was celestial photography, without which the modern astronomer would not exist. The story of photography would need a complete book to itself, but it may be said to have begun with the work of men such as Fox Talbot of England, and Nicéphore de Niepce and Louis Daguerre of France, in the first half of the nineteenth century. In 1839 Jean Arago, the Director of Paris Observatory, announced the discovery of the 'Daguerreotype' process, and was quick to stress that it would be to astronomers. He even sug- gested that it would become possible to obtain an accurate map of the Moon in a few minutes, instead of by years of patient observation at the eye-end of a telescope. Early photography was very primitive, but in 1845 two French physicists, Fizeau and Foucault, took photographs of the Sun and recorded some spots. The first picture of the Moon was obtained as early as 1851 by Sir William Parsons in the United States. Ten years later W. C. Bond and J. Whipple, at Harvard College Observatory, managed to photograph the two bright stars Vega and Castor. 12½-INCH REFLECTOR ON EQUA- TORIAL MOUNT. Photograph by Patrick Moore great telescopes 111 By 1860 photography had made great strides, and was starting to be really useful in astronomical work. Today, of course, most research is carried out in this way, and the world's greatest observatories are those used for taking photographs. There are several good reasons for this. Unlike the human eye, the camera cannot make a mistake, and it gives a permanent record which can be studied later on. Moreover the eye becomes tired after a few minutes observing, while the sensitive plate goes on collecting light all the time, building up an image. It is possible to photograph objects which are so faint that they cannot be seen visually even with the largest telescope. The period of great telescopes began with Herschel's 48-inch reflector, which was not equalled in size for many years after it was first turned towards the sky. Then, in 1845, came an even larger telescope--again a reflector, this time with a 72-inch mirror made of special metal. It was made by an Irish nobleman, the third Earl of Rosse, and set up at his home at Birr Castle. Lord Rosse was born in 1819, in a rich farmer, and entered Parliament when still an undergraduate at Oxford, while from 1843 until his death twenty-two years later he sat in the House of Lords as an Irish representative peer. However, his main interests were scientific. He had to learn by experience, and it was a real triumph when he first turned his giant reflector to the skies. As the engraving shows, the instrument was clumsy and inconvenient to use; it was not until the 1860s that it became as much as possible to find the mirrors--but its light-gathering power was tremendous, and Lord Rosse was the first to see that Herschel's 'resolvable nebula' are spiral in form, not unlike Catherine-wheels. The Rosse telescope has long since been dismantled. The mirror lies in the Science Museum at South Kensington, and nothing remains at Birr Castle except at Birr Castle. However it has done its work well; it represented a new stage in the development of astronomical instruments. The two greatest telescopes of the pre-1850 period had been built by private individuals; Herschel was an amateur until his appointment as royal astronomer following his discovery of Uranus, and Lord Rosse remained an amateur to the end of his life. But conditions were changing, and future large telescopes could only be built by governments considering some of these observatories, it is natural to begin with one of the earliest and most famous of them all--Greenwich. There have been nine Astronomers Royal since Halley died in 1742. Most of them have left their mark on the Observatory in various ways. Nevil Maskelyne, who held office between 1765 and 1811, founded the *Nautical Almanac*, which remains the most accurately compiled annual star catalogue, though it has now been combined with the leading American almanac. There was also John Pond, who followed Maskelyne, but who neglected his duties so badly that he was compelled to resign; and there was George Biddell Airy, who reorganized matters when he succeeded Pond and who obtained many new instruments. It is often true to say that 'men's mistakes survive; their virtues do not', and Airy is probably best remembered as being the man THE WHIRLPOOL GALAXY, M.51 IN CANES VENATICI. The spiral nature of some external galaxies was first revealed by the Rosse 72-inch reflector. Photograph taken with the 200-inch Hale reflector at Palomar.
List of Astronomers Royal
J. Flamsteed 1675-1719
E. Halley 1742-1742
J. Bradley 1742-1762
M. Bliss 1762-1765
N. Maskelyne 1765-1811
J. Pond 1811-1835
G. B. Airy 1835-1881
H. W. H. Christie 1881-1910
F. W. Dyson 1910-1933
H. Spencer Jones 1933-1954
R. van der R., Woolley 1954-
A black-and-white engraving showing Lord Rosse's telescope at Birr Castle. THE 72-INCH ROSSE REFLECTOR AT BIRR CASTLE. An engraving of this great telescope, for many years the largest in the world 112 great telescopes DOME OF THE 33- INCH REFRACTOR AT THE OBSERVATORY OF MEUDON, FRANCE. This telescope was for many years the most powerful in Europe. Meudon lies between Paris and Versailles. Photographed by Patrick Moore, 1960. A dome-shaped observatory with a large telescope on top, set against a backdrop of green grass and trees. THE LICK OBSERVATORY. The follow- ing diagrams show (left to right): the 56-inch Crossley reflector, the 60-inch Mann reflector, the 56-inch reflector, the 12- inch refractor, the 20-inch Carnegie Astro- graph, and the 48-inch refractor. The telescope is the largest reflector in the world apart from the Palomar 200-inch. Lick Observatory photograph A panoramic view of the Lick Observatory with its dome-shaped building and surrounding landscape. DOME OF THE 50-INCH REFLECTOR AT THE CRIMEAN ASTROPHYSI- CAL OBSERVATORY, U.S.S.R. Photograph by Patrick Moore, 1960. A dome-shaped observatory with a large telescope on top, set against a backdrop of green grass and trees. who did *not* discover Neptune although all the information had been put into his hands. Yet this is decidedly unfair. In Airy's hands Greenwich built up its reputation, and he was a great— Though Greenwich had been founded so that a star catalogue could be drawn up to help sailors in their longitude-finding problem, it soon became a centre of purely astronomical research. During the office of Sir William Christie, who followed Airy, a 28-inch refractor was set up, and in 1934 a 36-inch reflector—known as the Yapp, since it was presented by a wealthy enthusiast named William Yapp. It became obvious as the twentieth century passed by: Greenwich was no longer a suitable place for an observatory. In the days of Charles II, and even Queen Victoria, it had been a village outside London. Now London was spreading, and the smoke, grime and artificial lights hid the stars, so that the big telescopes could seldom or never be properly used. There was only one solution. Greenwich Observatory must move. In 1957 the Royal Society bought land at Holaham near Florence. Solar studies form a major part of the observatory programme. Photograph by Colin Ronan, 1961 ARCETRI OBSERVATORY. This photograph shows the solar dome at one of the leading solar observatories in Italy—the Arcetri Observatory near Florence. Solar studies form a major part of the observatory programme. Photograph by Colin Ronan, 1961 great telescopes 113 114 great telescopes Observatory there, lock, stock and barrel. The move took many years to arrange, but is now complete, and though Wren's old building in Greenwich Park still stands it serves only as a museum. If you go to Herstmonceux, you will see the old castle looking exactly as it was before the astronomers came. The interior has been completely rebuilt, and is used as offices and living quarters, while the domes housing the Yapp reflector and other instruments lie on the rising ground near by. Within the next few years these telescopes will be joined by the 88-inch reflector named in honour of Sir Isaac Newton. This telescope, which will be by far the largest in the British Isles, is now under construction. The observatory itself is one of the most interesting in human history; the Royal Greenwich Observatory, Herstmonceux, can look forward to a future no less profitable. Yet the British Isles do not enjoy a good climate from the astronomer's point of view. There is a great deal of cloud, and the seeing is usually rather poor. Conditions in some parts of the U.S.A. are better, and this brings us to the great American telescopes. The genius behind the first three of them was George Ellery Hale. Hale was born in 1868, and was fascinated by astronomy from boyhood. At the age of twenty-three he became famous for his invention of the spectroheliograph, a special instrument used in solar studies, and indeed he was at that time interested chiefly in the Sun. His first observatories were privately financed by his father, a prosperous Chicago businessman, but they were too small to satisfy the young astronomer. In every way it was desirable to have a much larger telescope, and he first turned his attention to the possibilities of a big refractor. At this time the largest refractor in the world was that of the Lick Observatory, California. It had a 40-inch objective lens that it dwarfed the 9-inch Fraunhofer refractor which had been erected at Harvard University. Hale wanted a 40-inch refractor, but naturally he could not afford anything of the sort. Only a few men would have been capable of making such a lens. The greatest expert in the world was Alvan G. Clark, also an American, but even to him the task would take years—and there was also the bill for the glass blanks, which alone would cost 20,000 dollars. In 1892 Hale met Charles Yerkes, who was immensely rich and had built a large refractor of his own at Chicago. Yerkes could afford to pay for the telescope—and he did; the total cost came to 34,000 dollars. Clark found the mirror, and the Yerkes refractor was duly completed. In 1897, the observatory was opened. It lay at Williams Bay, on the shores of the lake about 70 miles from Chicago, and contained many instruments as well as the main telescope. Hale of course became Director, and within a few years he had rendered services greater than any man ever dreamed of. There is a limit to the size of a useful lens. Anything larger than a 40-inch will begin to bend under its own weight, since it has to be supported round its edge (in fact a 48-inch object-glass was once made in France, and mounted, but proved to be of little use). The Yerkes refractor remains, and possibly always will remain, the DOME OF THE 100-INCH REFLECTOR AT MOUNT WILSON THE 100-INCH HOOKER REFLECTOR AT MOUNT WILSON THE 100-INCH REFLECTOR AT MOUNT WILSON; iron floor of the building THE 200-INCH HALE REFLECTOR AT PALOMAR. This, the largest telescope in the world, has some special features possible only with a large reflector. The photograph shows at the prime focus, and in the photograph an observer is shown—so that the astronomer can see what he is looking at. The reflected surface of the main 200-inch mirror is also shown. The same arrangement will be adopted with the 256-inch reflector now under construction in the U.S.S.R. Hale's constant wish was: "More light!" To explore the depths of the universe—the remote star-systems—was beyond even the Yerkes refractor, and accordingly Hale searched round for the money to build something even better. Again he was lucky. A great financial trust known as the Carnegie Foundation, called after its founder, Charles J. Carnegie, one of the few men as wealthy as Charles Yerkes, promised to provide a 60-inch reflector. George Willis Ritchey, unrivalled as a telescope-maker at that period, took charge of the mirror-grinding. One important problem concerned the choice of a site. The Earth's atmosphere becomes thinner with increasing altitude, and since the dimness and unsteadiness of the air is probably the astronomical world's worst enemy, it is necessary to erect a large telescope on top of a mountain. Two peaks in California seemed to suit all the requirements—Mount Wilson, and Palomar. Palomar was probably the better, since it was farther from any artificial city lights, but on the other hand it was very hard to get at, and so Hale and his colleagues decided upon Mount Wilson. The largest lens telescope in the world. To collect even more light, it is necessary to go back to the reflector. A mirror, remember, has only one reflecting surface, and can be supported at the back. Moreover it is easier to grind than a lens of equal light-grasp. A large telescope with a large mirror at its center. THE 36-INCH REFRACTOR AT THE U.S NAVAL OBSERVATORY, WASHINGTON. This was one of the great reflectors erected during the latter part of the nineteenth century. At this period, large refractors were preferred to large reflectors, lens-making had reached a high degree of perfection, whereas the mirror-making methods in use today had not been developed. The telescope has been used for a variety of purposes, both research and educational. For instance, extensive series of double star measures have been made with it. Its most famous association is with the two dwarf satellites of Mars, Phobos and Deimos, since this was the telescope with which Asaph Hall discovered them in 1877. great telescopes 117 MOUNT STROMLO OBSERVATORY, AUSTRALIA. At present the largest reflector in the southern hemisphere is at Mount Stromlo, at Canberra in Australia (the Mount Stromlo Observatory). The mirror is 74 inches in diameter; the dome is shown in this photograph. The moving parts of the telescope weigh 40 tons, while the mirror itself weighs 35 tons and yet can be moved smoothly on its track at the rate of one complete revolution in five minutes. Because of the unusual magnitude, astronomers at the Carnegie Institution studied objects such as the Clouds of Magellan which can never be seen by their colleagues at Palomar or Mount Wilson. 60-inch telescope came into use in 1908, and more than fulfilled the hopes of its builders. Yet even before then, a larger telescope had been planned. The suggestion came from another millionaire, John D. Hooker of Los Angeles, who went to see Hale and asked whether it would be possible to build a 100-inch reflector. Hale was sure that the answer was 'yes', and Hooker promised to provide the vast sum of 45,000 dollars—enough to pay for the mirror, though not for the mounting, which also was bound to be very expensive. Money was only part of the programme; the work remained to be done. Testing the glass caused many anxieties before the annual grinding could be begun. Fitting the mirror to the correct optical curve took Ritchey and his team six years. Meanwhile Andrew Carnegie had visited Mount Wilson, and had been so impressed that he had agreed to meet the cost of mounting the 100-inch mirror. One evening in November 1913, while the First World War was raging, Hale, Hooker, Ritchey and three companions turned the Hooker reflector to the skies for the first time. They focused carefully on the planet Jupiter, and were appalled at what they saw—a shimmering, blurred image, lacking in any sort of detail. Could the mirror be useless after all, in spite of all Hooker, Carnegie and Ritchey between them had done? Hale was not sure. The dome had been opened during the afternoon, and the mirror had been warm. Large glass disks take a long time to cool down and regain their correct shape—and a distortion of a tiny fraction of a millimetre would be too much. Hours later Hale went back to the telescope, and turned it towards the star Vega. This time all was well, and he knew at last that the telescope was as perfect as even he and Ritchey could have wished. A photograph showing a large dome with a telescope inside it, set against a landscape. It would be difficult to over-estimate how valuable the Hooker reflector has been to astronomy. It opened up entirely new fields of research; it was so much more powerful than any other instrument that it was in a class of its own. With it, for instance, Edwin Hubble proved that Herschel had been right in suggesting that the 'starry nebulae' were separate systems far beyond our Galaxy. It more than doubled the number of stars known. Last and so far the greatest of these huge reflectors is the 48-inch at Palomar, also in California. Again the idea was Hale's, though unhappily he died in 1938 ten years before the instrument was finished. Again there were immense difficulties to be faced, both financial and practical; if making the 100-inch mirror had been a hard task, the problems of the 200-inch were even greater. The first thing to be done was to decide what name should be given to the telescope; that the telescope should be named the Hale Reflector. At the opening ceremony on June 3, 1948, Dr. Lee Du Bridge, President of the Carnegie Institute, spoke some words which deserve to be remembered: 'This great telescope before us today marks the culmination of over 200 years of astronomical research. For generations to come, it will be a key instrument in man's search for knowledge.' Galileo and Newton, even Herschel and Fraunhofer, would have been staggered by the Hale reflector; it is so large that the observer sits in a cage slung inside the tube, and all movements of the telescope are controlled by complex electric mechanisms. It, too, has provided an immense amount of information which could never have been gained without its help. Yet how many people have much idea of what a modern observatory is like? There is no instrument on an isolated dome on the top of a mountain, where an astronomer sits night after night gazing through a telescope and making notes, getting his sleep during the daytime (unless, of course, he is studying the Sun). Nothing could be further from the truth. An observatory such as Palomar is almost a city in itself. There are machine shops, living quarters, libraries, lecture halls, chemical and physical laboratories, photographic rooms and darkrooms; there are instruments of all kinds as well as the main telescope itself. Even looking at as large as the Hale reflector is almost never used visually. Its main role is to take photographs, and the chief attention is riveted upon the distant star-systems. Neither does an astronomer continue photographing for night after night; he may spend a week at the telescope, after which he will go back to 'civilisation', as he calls it. At Palomar, he has been working at Palomar—and spending weeks at every opportunity taking his pictures and analyzing the results, while another observer takes his place in the observatory itself. Even when the photographs have been taken, the main work has only just begun. Other huge telescopes have come into use. For instance, the 36-inch refractor at Lick Observatory, on Mount Hamilton, has become obsolete; a 120-inch reflector completed in 1958, while the McDonald Observatory, in Texas, has an 80-inch reflector dating from 1939. Europe and the United States lie to the north of the equator, and some of the southern stars never rise. This is unfortunate, since A Schmidt telescope, perhaps more appropriately termed a Schmidt camera, can photograph objects in the sky with excellent definition. Instruments of this sort cannot be used for visual observations. THE 48-INCH SCHMIDT AT PALOMAR. A Schmidt telescope, perhaps more appropriately termed a Schmidt camera, can photograph objects in the sky with excellent definition. Instruments of this sort cannot be used for visual observations. The 48-inch Zeiss Reflector at THE CRIMEAN ASTROPHYSICAL OBSERVATORY (L.S.R.). Photograph by Patrick Moore, 1960 THE 48-INCH ZEISS REFLECTOR AT THE CRIMEAN ASTROPHYSICAL OBSERVATORY (L.S.R.). Photograph by Patrick Moore, 1960 Great telescopes 119 MIRROR END OF THE 50-INCH ZEISS REFLECTOR AT THE CRIMEAN ASTROPHYSICAL OBSERVATORY. Photograph by Patrick Moore, 1960 DOME OF THE 50-INCH REFLECTOR AT THE CRIMEAN ASTROPHYSICAL OBSERVATORY, taken from the dome of the adjacent 108-inch by Patrick Moore, 1960. DOME OF THE 74-INCH REFLECTOR AT THE COMMONWEALTH OBSERVATORY, at Mount Stromlo in Australia—the largest reflector in the southern hemisphere these regions contain objects of tremendous interest. It would be valuable to have a 200-inch reflector in, say, Australia or South Africa; meanwhile there is a 74-inch reflector at the Radcliffe Observatory in Pretoria, a 60-inch at Bloemfontein, and two large refractors at Johannesburg. It is no longer necessary to take telescopes from the northern to the southern hemisphere, as Edmond Halley and Sir John Herschel had to do. Lastly, what of Russia? Things have changed since the time of Lomonosov, and today astronomers in the Soviet Union are among the most advanced in the world. Their equipment, too, is as good as any. It was a disaster when one of their best observatories, Pulkovo, was shelled by the Germans during their attacks on Leningrad during 1941; every dome was destroyed, and the observatory had to be completely rebuilt, though it is now in full working order again. Among other Russian observatories are those at Tashkent, Abastumani and Barakaldo. The Crimean Astrophysical Observatory is favoured by good seeing conditions, and a 102-inch reflector has been set up there beside the older 50-inch reflector. Moreover the Soviet authorities are now working upon a 236-inch telescope, which will be larger even than the Hale and which should be completed before 1970. Will this Russian reflector remain the 'biggest ever'? It is hard to say. The Earth's atmosphere is a crippling handicap; the larger the telescope the more light it will gather; but it seems likely that if we are to build yet more powerful instruments we will have to set them up either out in space, or on the surface of the Moon. This would have seemed fantastic even a decade ago, but it may well have been achieved before the end of the twenty-first century. This description of modern observatories is very incomplete, but it may give an idea of how an astronomer of today carries out his work. He works with a team of scientists—astronomers, he can call upon engineers, chemists, physicists and many others, and he is in constant touch with his colleagues all over the world. If a discovery is made at Palomar, then astronomers in Herstmonceux, Leningrad, Canberra or Tokyo will hear all about it within an hour or two. We have come a long way since the days of Galileo. A composite image showing two different landscapes. The top part shows a vast, flat landscape with a large, dark rock formation in the foreground. The sky is overcast, and the horizon is distant. The bottom part shows a more rugged, desert-like landscape with undulating hills and a dark, almost black sky. MOUNTAIN SHADOWS. On the Moon, the height of a mountain is measured by the length of the shadow which it casts. A photograph taken Iceland in 1960, shows part of the volcanic plain of the Helleholl, some miles from Reykjavik. The photograph below shows an analogy with the appearance which would be seen by an observer on the lunar surface, though the comparison should not be taken too far. Photograph by Brian Galley GALILEO COMPLETED his first telescope towards the end of 1609. It was natural for him to turn it to the Moon, since even with the naked eye it is possible to see light and dark patches on the lunar disk. Moreover the Moon is much the closest of all celestial bodies, and is the Earth's companion in space. Hans Hevelius, one of whose observation had been collected. It was known that the Moon is relatively small, with a diameter of 2,160 miles, and has only $\frac{1}{8}$ of the mass of the Earth; that its surface contains mountains, valleys and craters; that part of its face is permanently turned away from us, and that the so-called 'sea' are not seas at all. It was also believed that the Moon has almost no atmosphere. Herschel had long believed the Moon to be inhabited, which meant that 'air' could not be completely lacking. However, Herschel's main attention was concentrated on the stars, and the true founder of selenography, the physical study of the Moon, was Johann Hieronymus Schröter. Schröter was seven years younger than Herschel. He was born at Erfurt, in Germany, and studied law at the University of Göttingen. In 1753 he became chief magistrate of the town of Lilienthal, near Bremen. Here he set up an observatory, and obtained one of the telescopes made by William Herschel. Then, in 1792, he was visited by J. G. F. Schröder, Professor of Mathematics and Physics at the University of Kiel. Schröder was handicapped by his serious deafness, but he and Schröter had much in common; moreover Schröder was a telescope maker who built a 4-foot reflector which remained at use in Lilienthal for many years. Lilienthal became a recognized astronomical centre. It was here that the 'celestial police' met to organize their hunt for the supposed planet between Mars and Jupiter, and later on Schröter had various assistants, among them Karl Harding—discoverer of Juno—and Friedrich Bessel, who achieved lasting fame in later years as being the first man to measure the distance of a star. So Schröter's work was concerned with Herschel's. He was concerned almost entirely with the Solar System, and particularly with the Moon. He never produced a complete lunar map, and the chart by Tobias Mayer, which had appeared in 1767, remained the best until 1848. Yet Schröter made hundreds of careful drawings, and discovered many new lunar features. He was the first to give a proper account of the curious 'clefts', which look like cracks in a piece of glass; these are only shadows cast by craters. Many of them were contained in one observational mode by Christian Huygens. Later selenographers were able to build upon the foundations which Schröter had provided. It is rather strange to find that the value of Schröter's work has often been questioned. It is said that his drawings were clumsy, his telescopes poor, and his theories absurd. None of these criticisms is fair. He was not a good draughtsman, but he seldom made a THE LUNAR CRATER TYCHO. The central peak is a prominent feature. Lick Observatory photograph THE LUNAR CRATER ARISTILLUS. A prominent crater, photographed at the Pic du Midi Observatory THE VOLCANIC CRATER OF HVERJÁLL IN ICELAND. This volcanic, close to Lake Myvatn, bears a strong superficial resemblance to a lunar crater; the central peak is a prominent feature. Photograph by Brian Galley, 1960 18 explorers of the Moon 122 explorers of the Moon A drawing of the Mare Crisium, as drawn by Schröter. The Mare Crisium is a typical drawing by Schröter, who was one of the great lunar observers. It is said, with justification, that Schröter was a clumsy draughtsman; nevertheless he selected the best features of the Moon, and the details are always clearly shown, as may be seen by comparing this drawing with a modern photograph of the same area. The Mare Crisium is near the western limb of the Moon—one of the smaller but most conspicuous of the dark plains. serious mistake—and though the 19-inch reflector may not have been first-class, the smaller telescope made by Herschel was certainly excellent. Schröter was wrong in thinking that the Moon had an appreciable atmosphere, and that changes occurred on the surface at night when they were no more than optical. Schröter's work came to an unhappy end. During the Napoleonic Wars, in 1813, his observatory was burned down, together with all his unpublished observations. Even his telescopes were plundered, and all that Schröter could do was to save as much as he could. He began work on a new observatory in Göttingen itself, but he was now an old man, and the effort was too great. His life was wrecked, and in 1816 he died. The remains of his observatory were destroyed in 1840, and nothing now remains there apart from a memorial tablet. All those who examine Schröter's books will be left with a feeling of deep admiration for him. He was a real pioneer, and one of the greatest of amateur astronomers. Meanwhile, a really good map of the Moon was badly needed. Wilhelm Lohrmann, born at Dresden in 1796 and trained as a land surveyor, determined to draw one; he completed four sections of it, but unfortunately his eyesight failed, and he had to give up. At about the same time, Johann von Mädler, a Berlin teacher, was giving private lessons in astronomy to a wealthy banker named Wilhelm Beer. Beer was an apt pupil, and before long the two men joined forces. Beer equipped his observatory with a fine 3-inch reflector made by Fraunhofer, and together they began work on a huge map. This appeared in 1827-8, together with a book, Der Mond ('The Moon'), containing a description of all the important mountains and craters. The map was remarkably good, and a triumph of patient, skilful observation. It was regarded as 'the last word' on the subject, but the results of its publication were unexpected. For some time afterwards most astronomers neglected the Moon altogether, and turned their attention elsewhere. The reason for this was simple enough. Beer and Mädler The Hyginus Cleft, photographed at the Pic du Midi Observatory. This is a prominent feature, visible in a very small telescope. At first sight it appears as a true crack or cleft, but close examination with a higher power shows that it is, in part at least, an illusion; it is not an actual cleft at all. In this photograph, many of the craterlike enlargements are shown. Hyginus itself lies in the middle of the picture. THE LUNAR CRATERS PTOLEMAEUS, ALPHONSUM AND ARZACHEL, photo- graphed by the English Astronomer G. A. Hale with his 24-inch reflector at Yerkes, are among the most interesting of the three great plains, is one of the best-known of all lunar formations. It has no central peak. The central peak of Arzachel is particularly notable in 1930, when N. A. Kozirin observed an outbreak near the central peak. Arzachel, the upper formation, is smaller and lower and has a more obvious central elevation. SUNRISE ON A LUNAR CRATER. In this drawing, the sunrise effects are shown. The Sun's rays catch the top of the wall before illuminating the floor, so that the wall appears to be illuminated before the floor from the main body of the Moon. The effect may be clearly seen in the photograph by G. A. Hale shown above. It is both beautiful and interesting to observe these conditions at intervals of a few hours, and note the changing appearance of a lunar crater during the progress of sunrise believed the Moon to be a dead world—barren, lifeless, almost without atmosphere, and completely changeless. In their view, nothing had happened on the Moon for millions of years, or would do so for millions of years. But Hale's photographs showed a surface as varied as possible with their Fraunhofer refractor, and other observers felt that there could be nothing more left to be done. The great 'seas', with their romantic Latin names such as Mare Imbrium and Oceanus Procellarum, are not so flat as they look. Even on their smoothest parts we can make out ridges, hills and craterlets dotted here and there, and the greater the magnification the more detail comes into view. Neither are all deserts of the same kind. Some, such as the Mare Frigoris (Sea of Cold) are Sun's Rays
Top of Peaks
Catching Sun's Rays
MOON'S SURFACE A close-up view of a lunar crater, showing its rugged terrain and central peak. 124 explorers of the Moon A map showing the locations of Clavius, Copernicus, Ptolemaeus, and Tycho on the Moon. Clavius Copernicus Ptolemaeus Tycho SIZES OF SOME LUNAR CRATERS, compared with the British Isles Aristarchus area, showing the great valley associated with Heliodorus. Aristarchus is a well-marked crater, and is the brightest feature on the lunar surface. Photograph taken at the Pic du Midi Observatory. REGION OF PLATO. Plato itself, 60 miles in diameter, is the large dark-floored crater at the upper left. Lick Observatory photograph Profile of Alphonsus PROFILE OF THE LUNAR CRATER ALPHONSOUS. The shape is much more like a saucer than a well irregular in outline, but many of the best-marked grey plains, such as the Mare Crisium (Sea of Cries) and the vast Mare Imbrium, are more or less circular. It is worth noting that the Mare Imbrium covers an area as great as that of the British Isles and France put together, while the Oceanus Procellarum is considerably larger than our Mediterranean. Many of the mountains are high, and so are isolated peaks; Pico, on the Mare Imbrium, rises to 8,000 feet above the plain, and is a splendid example. Most of the great ranges, such as the Apennines and the Alps, form the boundaries of seas, and this may also be true of the very highest mountains on the Moon—the Leibnitz, which tower to at least 30,000 feet above the general level and are thus loftier than the Earth's Mount Everest. However, the Leibnitz peaks and the almost equally lofty Dörfel Mountains lie so close to the Moon's terminator that they are rarely well seen. Some of the mountains near the Moon's poles are so elevated that they are always illuminated by the Sun, and 'night' upon their crests is unknown. The great French astronomer Camille Flammarion justly named them 'The Mountains of Eternal Light'. The craters dominate the lunar scene. Modern maps show well over 80,000 of them, ranging from the colossal Baily, with a dia- meter of 150 miles, down to tiny pits. Here again there are several types. Some have high walls, with interior terraces, and massive central peaks; some have lower ramparts, and no traces of central mountains; some are exceptionally brilliant, while others are dark-floored. Aristarchus, named after the famous Greek astronomer of ancient times, is so bright that William Herschel once mistook it for a volcano in eruption, while Plato and Grealini show very dark grey floors. We can see why Hevelius' old name for Plato was 'Greater Black Lake'. When a crater is seen near the terminator, so that it is wholly or partly filled with shadow, it looks very deep. It is true that often enough the wall is 10,000 feet or more above the bottom of the explorers of the Moon 125 floor, and the deepest of all, named after Isaac Newton, goes down about 30,000 feet. Yet the depths are not great when we compare them with the diameters, as is seen from the diagram showing a section through the crater Herodotus. The walls rise to a moderate height above the outer plain, and the inside slope too is gentle. Anyone standing inside a large crater would feel the reverse of 'shut in', and the walls would be visible only as low ranges of hills in the distance. With some craters, indeed, the ramparts would be below the horizon altogether. Clefts, first described in detail by Schröter, are common, and many are visible with small telescopes. The Androdsus Cleft near the centre of the Moon is perhaps more striking than any other. It is a curious winding valley close to the crater Herodotus, also recorded by Schröter. Some areas are cross-crossed with clefts, and the general impression reminds one of the cracks which appear in dried mud, though there is no true analogy. Among other features worthy of note are the valleys such as the great 'gaub' through the Alps; the domes, loose tellings in the lunar surface; and that great wall, the Straight Wall, part of which is the Straight Wall. In reality, the Straight Wall is not straight, and is certainly not a wall. The surface drops from west to east by a total of 800 feet, though the angle of slope is not particularly sharp. Most puzzling of all, perhaps, are the strange streaks or rays which are centred upon some of the craters such as Tycho and Copernicus. The rays seem to be surface deposits, and are prominent only near Full Moon, when there are not many shadows. At present we have to admit that we have little idea of how they were produced. This then was the scene which so carefully mapped by Beer and Mädler. If it never altered there seemed to be no point in doing more work while Mädler left Germany for Paris to borrow and turn his interest to other stars. His lunar work was largely given up. Fortunately one observer, Julius Schmidt, kept on, and in 1866 he made—or thought he made—a surprising discovery. One of the most conspicuous of the lunar seas is the Mare Serenitatis, in the Moon's northern hemisphere. On it lies a small but noticeable crater, Bessel. Some way to the north-east of Bessel, Beer and Mädler had drawn a similar crater, which they had named Linne in honour of Linnaeus. But that announcement had drawn it in 1843, but in 1866 he found that the crater was no longer there. All that he could see was a white patch. Had something happened, so that the Moon was not so dead as had been thought? Schmidt believed so, and his announcement caused so much interest that astronomers turned their telescopes back towards the Moon. Arguments raged fiercely, and even today it is difficult to be sure whether Linne had really changed or not. I looked at it in 1952, and again in later years, with the 33-inch refractor at Meudon Observatory. As I saw, Linne now consists of a tiny pit lying on a swelling and surrounded by a white area. If it always looked like this, Mädler and other early selenographers were wrong in describing it as a crater. Yet they were using small THE WESTERN MARA NUBIUM (Sea of Clouds), photographed at the Lick Observa- tory LINNE photographed at the Pic du Midi. The lunar Apennines are shown, together with part of the Mare Serenitatis (Sea of Serenity). Linne is the white spot in the lower part of the Mare A map of the Moon showing various craters and lunar features. 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The shadows are therefore not consistent, but the method enables most of the important craters to be shown in recognizable form. The features near the limb are not so clearly marked, since both the photographs concerned were taken under fairly high light for these areas, but various special features, such as the dark-floored craters Grimaldi and Riccioli, can be made out. In the map, the most prominent features are named, with the craters lettered in script and other objects (such as mountains) in capitals. For the 'seas', the Latin names are used, so that for instance the Sea of Showers becomes the 'Mare Imbrium'. This is by far the best method, since the Latin names are international. A close-up view of the Moon's surface, showing various craters and features. Gassendi Grimaldi Riccioli OCEANUS PROCELLARUM Kepler Copernicus Hermes Herodotus Mitrachus IMBRIUM IMBRIUM SINUS KORIS 128 explorers of the Moon LUNAR CRATERS, photographed at the 300-inch Hale reflector at Palomar. Among those shown are Copernicus (left), Stadiums (near middle), and Eratosthenes (lower left). The photograph was taken under low light, so that the Copernicus bright rays are not visible. COPERNICUS, photographed at Mount Wilson. This time the crater is shown under high light, and the ray-system is prominent telescopes, and although the evidence in favor of change is reasonably strong it is not conclusive. Schmidt was a German, but spent many years in Greece, and was Director of the Athens Observatory. He produced a large and good lunar map in 1878, and others also made their appearance. Edmund Nison completed it in 1876, Walter Goodacre assisted in its preparation. Later details were prepared by Philipp Faust of Germany, who established a private observatory and whose book, *Unser Mond*, was issued in 1936. The last--so far, at least--of the great amateur observers of the Moon was a Welshman, Hugh Percival Wilkins, who was born in 1865, and became an engineer. He began lunar work in 1909, and later moved to Kent, where he set up a 15-inch reflector. He gave up his work in 1935 because of ill health. The Ministry of Supply, but his main interest was always in astronomy. Using his own observations, together with photographs taken with large instruments, Wilkins completed a lunar chart 300 inches across. It shows a tremendous amount of detail, and it is not surprising that the work took him half a century. He retired from the Ministry of Supply at the end of 1959 in order to spend the rest of his life on his own work. It was particularly tragic that he died of a heart attack in the following year. Lunar photography began in 1840, but Arago was wrong when he said that it would quickly become possible to map the whole Moon 'in a few minutes'. The changing angle of sunlight causes remarkable apparent changes in the lunar landscape; a crater which is shadow-filled and very prominent one night may be hardly recognizable two weeks later; particularly if its walls are low and irregular. Variations like this have never been produced. Some of them are very valuable, and a new set of photographic charts has been produced in America by a team of observers led by G. P. Kuiper and E. A. Whitaker. Particular mention must be made of the splendid photographs taken by French astronomers at the Pic du Midi. This observatory is in the Pyrenees between France and Spain; lies nearly 10,000 feet above sea-level; and has the atmosphere particularly clear. Bernard Lyot, Audouin Dollfus and others have produced pictures which are probably the best ever taken, though the telescope used, a 24-inch refractor, is much smaller than the giant American reflectors. (Only two lunar photographs have been taken with the Palomar 200-inch, both of which are reproduced here.) (It is interesting to note that Mount Wilson has been more extensively used for lunar study.) Charting the Moon is fascinating work, but it is only a means to an end. We want to know what sort of a world the Moon really is, and we want to know something about its past history. For instance, how were the craters formed? Originally they were thought to be volcanic, but they are not in the least like Earth volcanoes such as Vesuvius. Two English astronomers wrote during this century, James Nasmyth (also famous as the inventor of the steam organ) and James Carpenter wrote a book in which they outlined a 'fiery fountain' theory according to which the walls of a crater might be produced by material spurted out of the central peak. This idea has been proved to be wrong. There are many reasons for its rejection, one of which is that the walls of a lunar crater are often very massive and there is no known case in which a central peak rises as high as the top of the rampart. Another theory, still popular, was proposed by a German astronomer named Franz von Paula Gruithuisen. According to Gruithuisen, the Moon was once bombarded by pieces of material from space—meteors, in fact—which left the scars we still see as craters. Here too there are difficulties to be faced. The theory supposes that on the Moon there are certain laws about distribution. For instance, when one crater breaks into another, as often happens, it is always the smaller formation which ruins the larger. It is hardly likely that all the larger meteors fell first, but the difficulty disappears if we suppose the craters to be volcanic. As the Moon aged, and became less active, the craters produced would be smaller. The rays of the Sun, however, are particularly significant. On the crater theory they must be the youngest formations of all, since the rays pass over all other features—craters, mountains, valleys and the rest. Yet Tycho, for instance, is over 50 miles across. If it were produced by a meteor, it would be expected to cause a 'moonquake' which would shake down the walls of any craters already existing in the area. Nothing of the kind has been observed. It seems that the formation of the craters was much less violent, due perhaps to more gradual lifting-up and later sinking of the Moon's crust. Then, too, there are formations on the Moon which look remarkably like Earth volcanoes. I have made a close study of these, and have listed well over fifty, which shows that they are much commoner than used to be believed. Up to 1950 there was no evidence for any activity on the Moon until Kozirev's work; doubtless this caused the change in Linné. Then, however, a remarkable observation was made by Nikolai Kozirev, a Russian astronomer working at the Crimean Observatory with the 50-inch reflector there. On the night of November 3-4, Kozirev was studying the area of Alphonsus, which has high walls and a central elevation. Suddenly he saw a reddish 'cloud' close to the central peak, which moved slowly but steadily. Kozirev was equal to the occasion. The telescope was equipped with a spectrograph, used for photographing spectra, and he at once brought it into action. Though the 'cloud' lasted for less than half an hour, the photographs showed that there had been a rise in temperature of at least 2,000 degrees, and that hot carbon gas had been sent out. In fact there had been a localised disturbance. Though this work was interesting and caused a great deal of argument, but the photographs could not be questioned, and it seems that there must be at least isolated pockets of heat below the Moon's crust. On October 23, 1959, Kozirev again reported minor activity in the area, but much less definitely. I was observing the area at this time, but could see nothing unusual. Though Kozirev's work has shown that the Moon is not completely inert, we must agree that any lunar activity is on a very minor scale. No great craters have been produced for many THE SOUTHERN UPLANDS OF THE MOON, photographed at Mount Wilson. The ray-crater Tycho, over 50 miles in diameter, is shown rather above the centre of the photograph. SPECTROGRAM OF ALPHONSUS, November 3, 1958. This was the famous photograph taken at Mount Wilson and at the Crimean Astrophysical Observatory, showing that some sort of disturbance was in progress. The instrument used was the 50-inch Zeiss reflector. REGION OF THE CRATERS MERCATOR AND CAMPAUNUS, photographed at the Luck Observatory. Some of the interesting lunar domes are well seen THE LUNAR CRATERS ARZACHEL (upper), ALPETRACIUS (right) AND ALPHONSIUS (lower), photographed by D. Alter with the 60-inch reflector at Mount Wilson Observatory. explorers of the Moon 131 A black and white photograph of the Moon's surface with craters and mountains. 金星・月面 (10) 昭和八年十二月三十日 星空の科学館の特別上映 OCCULTATION OF VENUS BY THE MOON, December 20, 1934, 16.30. Photographed by K. Sugami with the 8-inch refractor at the Tokyo Museum of Science THE SOUTHERN UPELANDS OF THE MOON. Tycho is seen near the centre of the picture. Lick Observatory photograph. millions of years—perhaps hundreds of millions of years. Falling meteors must occasionally produce pits, but that is all. One of the most obvious facts about the Moon is that it shows us no definite color. Reds, greens and blues are absent, and everything seems to be either yellowish-grey or else black shadow. It is also interesting to find that the Moon reflects only 7 per cent of the sunlight falling upon it, and is the poorest reflector of all the bodies in the Solar System. It may be that the whole surface is coated with dust or ash. One moon-captain, Admiral Sir Gold, has suggested that the dust may be hundreds of feet deep, so that, in his words, 'space-travellers of the future will simply sink into the dust with their gear'. Not many authorities agree, and it is more generally thought that any dusty or ashy layer is only an inch or two in depth; but we do not really know. The Russian astronomer Nikolai Barabashov believes the Moon's surface to be covered with a layer of crushed rocky stuff, which he calls 'lunar dust'. Another problem concerns the existence or non-existence of an atmosphere round the Moon. Here again ideas have changed considerably during the last few years. There is an easy way to show that the Moon cannot have a dense 'air'. As it passes across the sky, the Moon sometimes hides a star for several seconds before reappearing. With small telescopes (provided that the star concerned is a bright one), and are fascinating. The star shines steadily until the very moment when the Moon's limb sweeps over it. When this happens, the star snaps out suddenly. One moment it is there; the next it is not. If the Moon were surrounded by a dense atmosphere, the star would flicker and fade for some seconds before being hidden. Nothing of this sort has been recorded, which is enough to prove that even if the Moon has any air at all, the density must be low. In 1949 a Russian astronomer, Y. N. Lipski, announced that by an indirect method he had found a lunar atmosphere with a ground density of about one-thousandth of that of the Earth. This value is low, and corresponds to what we normally call a vacuum, but it now seems that the density is actually less than this-perhaps one-millionth of that at sea-level. So far as Earth's atmosphere at sea-level. To all intents and purposes then, the Moon is an 'airless' world, though the term must not be taken too literally, and probably there is just a trace of a gaseous mantle. We know that the Moon takes 27½ days to spin once on its axis—the same time that it takes to go once round the Earth. This means that to anyone standing on the lunar surface, the Sun would never set or rise; it would always remain up for a period equal to almost two Earth weeks. Since there is practically no atmosphere to shield the surface, the heat would be intense. On the Moon's equator, the moon temperature reaches over 216 degrees Fahrenheit, hotter than the boiling-point of water, though at midnight it drops to 250 degrees below zero. (Nearer the poles the day temperature is much less, since the sunlight falls at a lower angle.) Suppose we could go to the Moon? We would find a strange 132 explorers of the Moon THE SINUS TRIDUM (Bay of Rainbows), on the border of the Mare Imbrium. This is one of the loveliest formations on the whole Moon. THE LUNAR CRATER CLAVIUS, photographed by the 200-inch Hale reflector at Palomar. Clavius is one of the largest of the Moon's craters, and when on the terminator is clearly visible to the naked eye. The chain of craters inside it is particularly noticeable. It is framed by mountains which lie in an extremely crowded region of the lunar surface; its diameter is not far short of 150 miles. world. The sky would be black, since there is no air to scatter the sunlight, and the Earth would be a brilliant object during the long night, flooding the barren rocks with radiance. The lack of atmosphere means that there could be no sound; sound-waves are carried by air, and the airless Moon is plunged in eternal silence. The horizon would be relatively close, and we would be faced with a landscape pitted with crateres and broken by mounds and peaks. Nowhere would there be any movement; nowhere would there be any life. One last problem concerns the origin of the Moon. In 1868 the English mathematician George Darwin—son of the famous biologist Charles Darwin, always associated with the theory of evolution—put forward a theory according to which the Earth and Moon were once united in a single body, and then separated by a violent explosion, leaving a scar in the terrestrial crust which is now filled by the Pacific Ocean. It is now known that this idea is not correct. Earth and Moon were never one; they were formed at about the same time, and in the same way. It is better to regard the Earth-Moon system as a double planet rather than as a planet and a satellite. Though the Moon is our nearest natural neighbor in space, we cannot yet claim to know all about it; our knowledge will be complete only when we manage to send space-ships to it. Meanwhile astronomers will go on studying it with their telescopes, just as Schröter, Mädler, Schmidt and other great observers used to do in the past. A photograph of a lunar crater. **19 the Sun's family** THE SUN HAS AN interesting family. Its senior members are the nine planets, all of which have their own special features. We know a great deal about the third planet in order of distance, since it is the Earth on which we live, but with regard to the rest our knowledge is still far from satisfactory. Any small modern telescope will show the phases of Venus, the dark spots on Jupiter, and the moons of Jupiter and the rings of Saturn. With larger telescopes, such as are possessed by many serious amateur observers, it is possible to do really useful work—particularly since the great reflectors at Palomar and elsewhere are kept busy on their studies of distant stars. First, then, let us look briefly at each planet in turn, beginning with Mercury and working our way outward from the Sun. The transit of Venus across the face of the Sun is rare events to the Sun, and never becomes conspicuous. It is always somewhere near the Sun in the sky, and is at its highest during daylight, when it is invisible without a good telescope equipped with setting circles. There is a story that Copernicus never saw Mercury in his life, owing to mists rising from the River Vistula near his home. This is probably just another tale—after all, Copernicus spent some time in Italy where he had little means of observing. We have to agree that Mercury is not easy to find with the naked eye. When visible at all, it appears either low in the west after sunset, or low in the east before sunrise. At its best it looks like a rather pinkish 1st-magnitude star. Mercury often twinkles. In the ordinary way a planet twinkles much less than a star, because it shows only a disk instead of being a mere point of light; twinkling, of course, is due entirely to the unevenness of the Earth's air. Mercury, however, is never visible to the naked eye at all except when near the horizon, so that it is shining through a thicker layer of atmosphere. Small or even moderate-sized telescopes will show little on Mercury, though the phase is easy enough to see. Schröter drew it A map of Mercury by G. V. Schiaparelli. MAP OF MERCURY by E. M. Antoniadi drawn from observations made with the Meudon 33-inch refractor. Antoniadi's nomenclature is now in general use PHASES OF MERCURY. The Earth is assumed to be below the bottom of the page. When at its closest, and therefore largest, Mercury is "new", and cannot be seen except when it is in transit across the face of the Sun 134 the Sun's family A crescent-shaped object, likely representing Mercury, with a label "MERCURY, April 23, 1956. 15 h., 12-5 in. reflector, power 470. Drawing by Patrick Moon" below. Often, and also tried to draw a map of the surface markings. He even believed that he had detected a mountain 11 miles high. This was one of his mistakes; there may well be peaks on Mercury, but it is not likely that they reach so great an altitude. The first reasonably good map was drawn by an Italian astronomer, Giovanni Schiaparelli, more than half a century after Schröter's observations. Schiaparelli became Director of the Brera Observatory, Milan, in 1860, and observed only when his eyesight began to fail him; it is tragic to record that he was blind for several years before his death in 1910. Schiaparelli was an excellent observer. He decided to study Mercury during the daytime, with the Sun well above the horizon, since the planet would then be higher up and its image would be larger. He made many drawings of the planet at different times and gave them names. He also found that the axial rotation period is equal to the revolution period—88 Earth-days. Just as the Moon keeps the same face permanently towards the Earth, so Mercury keeps the same side turned towards the Sun. This means that part of Mercury has permanent 'day', and must be extremely hot, with a temperature of over 700 degrees Fahrenheit. On the opposite side, over which the Sun never rises, the cold must be very low. However, Mercury's path round the Sun is more eccentric than that of the Earth. There are effects similar to the librations of the Moon, and the result is that over a certain area of the planet there is alternate day and night. Astronomers have nicknamed this area the 'Twilight Zone'. Unfortunately we cannot find out its extent, because our maps of Mercury are still very approximate. Schiaparelli's friend Antoniadi, who was Greek by descent but who spent most of his life in France, Antoniadi mapped Mercury with the help of the 33-inch Meudon refractor, and his chart, published in 1933, remains the best we have. The names given to the various features are due to Antoniadi; the largest dark area is called 'Solitudo Herma Tristegisti'—the Wilderness of Hermes (Mercury) the Thrice-God. Mercury is not a great deal larger than the Moon, though more massive, and it has practically no atmosphere. In 1950 Audouin Dollfus, at the high-altitude Pic du Midi Observatory, announced that he had found a very thin mantle, but the ground density cannot be more than one-three-hundredth of that of the Earth's atmosphere. Mercury must be the most unfriendly of worlds. Part of it is scorched, part of it chilled; it is almost airless, and we cannot imagine that any sort of life can exist there. Venus, the second planet reckoning outward from the Sun, is very different. It is about the same size as the Earth; indeed, if it is represented by a billiard-ball, the Earth would be another ball so similar to it that the two would have to be carefully weighed to tell out which weighs which. Venus has a diameter of 7,700 miles as against 7,920 for the Earth. Like Mercury, Venus shows phases from new to full, since it is closer to the Sun than we are. (Galileo, as we have seen, used these phases to prove the truth of the Copernican theory.) Yet, very little A series of three crescent-shaped objects labeled "VENUS" and "VENUSIAN". The top one appears to be a crescent with a small dot near its center. The middle one shows a more defined crescent shape with a small dot near its center. The bottom one shows a crescent shape with a small dot near its center. OLD DRAWINGS OF VENUS by Bianchini and Schröter. The markings recorded by Bianchini, at least, are certainly illusory the Sun's family 135 A drawing of Venus, made on September 1, 1820, by W. M. Baxter with a 4-inch refractor. At this time Venus was practically at inferior conjunction. The curve of the cloud-layer which covers Venus, and between 1923 and 1928 two astronomers, Edison Pettit and Seth B. Nicholson, obtained good results with the help of the 100-inch Hooker reflector at Mount Wilson. They used an instrument known as a 'thermometer'. A thermocouple consists of two wires, soldered end to end. If one of the joins is warmed an electric current will be set up, and the amount of the current is a key to the rise in temperature responsible for it. By using the 100-inch reflector to focus the tiny quantity of heat from Venus, Pettit and Nicholson found that the upper atmosphere of the planet was well below freezing-point. Later results by W. M. Sinton and J. Strong show that the temperature there is about -40 degrees Centigrade, SIX PHOTOGRAPHS OF VENUS, taken with the 100-inch reflector at Mount Wilson else can be made out. As both Schröter and Herschel realized, Venus is covered with atmosphere, and this atmosphere is so 'cloudy' that we cannot see through it. Nobody has yet glimpsed the true surface of Venus. Schiaparelli believed that Venus behaved in the same way as Mercury, keeping the same face permanently sunward. In this case the axial rotation period would be 224 Earth-days, which is the time which Venus takes to go once round the Sun, and there would be no true 'day' or 'night' there. However, this seems to be wrong. We still do not know the length of Venus' rotation, but it may be longer than 24 hours. The most recent Christian work carried out in 1961 has yielded a value of only 16 days. We can at least measure the temperature of the upper part of the cloud-layer which covers Venus, and between 1923 and 1928 two astronomers, Edison Pettit and Seth B. Nicholson, obtained good results with the help of the 100-inch Hooker reflector at Mount Wilson. They used an instrument known as a 'thermometer'. A thermocouple consists of two wires, soldered end to end. If one of the joins is warmed an electric current will be set up, and the amount of the current is a key to the rise in temperature responsible for it. By using the 100-inch reflector to focus the tiny quantity of heat from Venus, Pettit and Nicholson found that the upper atmosphere of the planet was well below freezing-point. Later results by W. M. Sinton and J. Strong show that the temperature there is about -40 degrees Centigrade, 136 the Sun's family and there is little difference between the 'day' and 'night' sides, which seems to indicate that Venus does not keep the same face turned to the Sun all the time. Used together with a large telescope, a thermocouple is remarkably sensitive. To detect the heat of a candle 1,000 miles away would be quite possible, and there is no reason to suppose that the values given for Venus are very far wrong. In 1929 also, by means of spectroscopy, Adams and Theodore Dunham analyzed the atmosphere of Venus, using powerful spectoscopes fitted to the 100-inch. The results were rather surprising. Most of the Earth's air is made up of the two gases oxygen and nitrogen, but that of Venus proved to be composed chiefly of carbon dioxide. There seemed to be so little free oxygen that Adams and Dunham could not detect it at all. Up to this time it was thought that Venus must be a moist world, not unlike the Earth must have been perhaps 250 million years ago. Svante Arrhenius, a Swedish physicist, had suggested that 'on Venus everything is dripping wet', and he thought that there might be vegetation, together with primitive creatures such as amphibians or even reptiles. But when it became clear that the atmosphere contains so much carbon dioxide, astronomers thought that Carbon Dioxide, they pointed out, tends to blanket the Sun's heat, in the manner of a greenhouse. The surface, then, must be fiercely hot, and probably a barren dust-desert. The Earth's atmosphere contains a high amount of water vapor, PHOTOGRAPH OF VENUS, taken on February 19, 1961, by H. E. Dall with his 131-inch reflector VENUS. From observations by Patrick Moore. (Upper) July 17, 1959, 16h., 5pm., 28-inch reflector × 330. The southern cap-cap is clearly shown. (Lower) January 3, 1958, 16h., 3pm., 12-5-inch reflector × 250. The Ashen Light is shown, but has been somewhat exaggerated for the sake of clarity. Drawing by D. A. Hardy APPARENT SIZE OF VENUS, from new to full A composite image showing two phases of the Moon. The top half shows a crescent Moon with a light-colored surface and a dark shadow on the right side. The bottom half shows a more rounded Moon with a darker surface and a lighter, textured area on the left side. 138 the Sun's family A diagram showing the apparent opposition size of Mars between 1954 and 1971. The maximum size for each opposition is shown. APPARENT OPPOSITION SIZE OF MARS. The maximum size for each opposition between 1954 and 1971 is shown. A diagram showing the oppositions of Mars from 1956 to 1971. The most unfavorable oppositions are those of 1963 and 1965. OPPOSITIONS OF MARS, 1956-71. It will be seen that the most unfavorable oppositions are those of 1963 and 1965. and this makes it hard to detect water vapor in the clouds of Venus. In late 1950, two Americans, Commander Ross (the pilot) and C. B. Moore, went up in a balloon, and took instruments with them. They were able to study Venus from a high altitude, above much of the water-vapor in the Earth's air, and they were able to show that there is moisture over Venus also. There may, in fact, be just as much as there is in our own clouds. Recent studies by a young English astronomer, W. A. Whitaker, indicate that the atmosphere of Venus may also contain some free oxygen. At the moment there are two main theories of Venus. In spite of the Ross-Moore results, the dust-desert idea still has its supporters. More likely, however, is a suggestion by F. L. Whipple and D. H. Menzel that the clouds consist of H$_2$O and that Venus is largely covered with water. Another problem of Venus concerns the so-called Ashen Light, or faint luminosity of the 'dark' side when Venus is a crescent. There is a similar effect in the case of the Moon, correctly explained by Leonardo da Vinci as being due to light reflected from the Earth. But Venus has no satellite, and the Ashen Light is not easy to explain. It was first recorded in 1643, and has since been seen so often that its existence cannot be seriously questioned. It may be due to electrical effects in Venus' upper atmosphere, and this view has been supported by recent experiments by Nikolai Kozirev in the Crimea. In such a case it may not be unlike our aurora or Polar Lights, which will be described later. Obviously we know little about Venus, mainly because its atmosphere hides the surface from our inquiring eyes. To the naked eye it appears as a bright star-like object like a small lamp in the sky, shining brilliantly enough to cast shadows. Moreover it is the closest of the planets, and at inferior conjunction is only about 100 times as remote as the Moon. Yet it remains a world of mystery. Mars, the first planet beyond the orbit of the Earth, has a much thinner atmosphere--less dense than the air on the top of Mount Everest--and its surface details can be seen clearly. Huygens first drew them in 1659, and nowadays accurate maps have been drawn up. At its closest Mars can come within 35 million miles of us, and appears as a superb red-colored object, brighter than any other planet apart from Venus. These close approaches are rare--the A diagram showing the apparent size of Mars in its drawing. Mars is shown, to scale, at its greatest, mean and smallest size as seen from Earth. APPARENT SIZE OF MARS. In this drawing, Mars is shown, to scale, at its greatest, mean and smallest size as seen from Earth. the Sun's family 139 next really good opposition will not take place until 1971—and when it is farther away Mars is difficult to study well. Its diameter is 4,200 miles, only a little more than half that of the Earth or Venus. Schiaparelli, Antoniadi and others charted the dark areas. Until fairly late in the nineteenth century these patches were thought to be seas, but then the new spectroscopic methods showed that the atmosphere is so dry that large seas are out of the question. Mars is a world which is desperately short of water, and it is more probable that the dark regions are made up of living organisms of some kind. The whitish polar caps, first seen by Cassini in 1666, are certainly sea-ice in nature. Yet when spring comes to Mars, the polar cap shrinks quickly—so quickly, indeed, that we can tell that it is very thin. Little water-vapor can be released, and it is thought that the polar caps cannot be as much as 6 inches deep. They are very different from the immense tracts which cover the poles of Earth. When a polar cap shrinks, the dark areas near by seem to change. Thunber and harden as though the plants were being revived by the arrival of a little moisture, and what has been called 'a wave of darkening' sweeps down to the equator, taking many weeks to do so. This again indicates that the dark regions are likely to be due to living organisms. Moreover the outlines of the dark patches are more or less permanent. Schiaparelli, who studied Mars for much of his life, named three main patch, recorded by Huygens so long before, the Syrtis Major; we also have the Mare Tyrrhenum, Mare Erythrum and so on. These names took the place of earlier ones, but are perhaps less appropriate. Syris Major used to be termed 'the Hour-glass Sea', and it certainly is shaped a little like an hour-glass. When Mars is well placed, this dark, rather triangular patch is an easy object. Much of Mars is reddish in hue, and has been termed 'desert'. Yet a Martian desert is likely to be very different from an Earth desert such as the Sahara. For one thing, it will be cold; even on MARS AND THE PLEIADES. September 16, 1952, 1:05 hours. Photograph by Ramon Lane MAP OF MARS, drawn by Patrick Moore from observations made in 1960-61
Eridania Ausonia MARE AUSTRALIS AONIUS SINUS Phaethontis
Noachis Argyre Thaumasia SOLIS LACUS M. SRENUM
Hesperia M. CIRRIERUM Hellas PANDORAE FRETUM Deccalonis Regio Eos SOLIS LACUS M. SRENUM
TYRRHENIUM CUM SINUS MERIDIANI MAGNATERIA AURORE SINUS Memnonia LACUS RHENIUS
Zephyria Lydia Syrtis MAJOR Arzia Edom Chryse LUNÆ LACUS Amazonis
TRIVIUM CHARONTIS Nemesis Noch Arabia Niloyritis Eden Niliacus LACUS SMENIUS LACUS MARE ACIDALUM UTOPIA UMBRA Cydonia Tempe Arcadia CASTORIUS LACUS MARE BOREUM N.
Cebrenia
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A map of Mars showing various features and their names. A close-up view of Mars, showing its reddish surface with a prominent dark spot on the left side. The right side of the planet appears to be illuminated by sunlight, casting a shadow over the dark spot. the Sun's family 141 Seasonal decrease of the north polar cap of Mars. From observations by Patrick Moore. (Top left) November 19, 1956, 8-inch reflector × 300. Note the phase, since Mars was some way from opposition. (Top right) December 25, 1956, 8-inch reflector × 300. (Lower left) January 18, 1957, 17.5-inch 8-5-inch reflector × 300. (Lower right) February 6, 1961, 22h. 20m., 24-inch reflector × 325. Drawing by D. A. Hardy MARS. From an observation by Patrick Moore, October 12, 1956, 21h. 10m., 12-5-inch reflector × 360. Drawing by D. A. Hardy The Martian equator at noon in midsummer, the temperature never rises to more than about 80 degrees Fahrenheit, and the nights are bitterly cold, since the atmosphere is too thin to blanket in the Sun's heat. An average summer night on Mars would send a thermometer down to at least 100 degrees below zero. Moreover there can be no sand on Mars, and the modern view is that this is due to dust which is a red-colored mineral. This must be wild and lonely beyond our understanding. The atmosphere is much too thin for any Earth-creature to breathe, and contains very little oxygen; it is probably made up mainly of nitrogen, together with some carbon dioxide and smaller quantities of other gases. Clouds are seen frequently, but the large ones seem to be due to dust whipped up from the 'deserts' by wind. In 1911, for instance, Antoniadi saw a cloud which covered Lowell's Map of Mars, drawn in 1871, showing numerous canals. MARS - 1901 LOWELL'S MAP OF MARS, drawn in 1871, showing numerous canals The 'canals' of Mars. (Upper) Drawing by Lowell, 1895; (Lower) Drawings by G. V. Schiaparelli, 1877 THE 'CANALS' OF MARS. (Upper) Drawing by Lowell, 1895; (Lower) Drawings by G. V. Schiaparelli, 1877 more than half the southern hemisphere of the planet. There are also the so-called 'blue clouds', which are higher up and which are thought to be caused by ice crystals. This brings us on to the puzzling 'violet layer'. Light, as we have seen, may be regarded as a wave-motion, and blue or violet light is of shorter wavelength than red or orange. The long waves have considerable penetrative power, whereas the short waves are not. If, therefore, we take a photograph of Mars using blue or violet light, the picture will be blurred; the light is blocked by the planet's atmosphere, so that all we are recording is the top of the mantle. By using red light, we can penetrate the atmosphere and record the actual surface. This effect may be demonstrated by photographs taken on Earth. The Martian atmosphere does not seem to act as a blocking light of short wavelength, and this seems to be due to a high-altitude layer. It is known as the Violet Layer, not because it looks violet—visually, it cannot be seen at all—but because it blocks the violet rays. Its exact nature is still uncertain. The Sun sends out many radiations of short wavelength, and these rays are harmful. On Earth we are safe from them, because we are screened by our atmosphere; but on Mars they are unprotected, but sometimes the Violet Layer clears away suddenly, and for a period the Martian surface is exposed to the full short-wave bombardment from the Sun. At these times the seasonal development of the dark areas seems to be halted, as though the plants were being damaged. When the Violet Layer re-forms, things return to normal. There is no indication that the dark patches really are due to living organisms, but it must be stressed that there is no proof, and some astronomers believe that there is another explanation of them. In any case the plants cannot be highly developed; there A black and white photograph of a Martian landscape with canals. **THE MARTIAN 'CANALS' ACCORDING TO A. DOLLFUS.** Under excellent seeing conditions, the canals appear as irregular features rather than as straight lines. can be no trees, bushes, or colored flowers. It is more likely that Martian plants, if they exist at all, are as lowly as our mosses or lichens. They have to survive on a very hostile planet where there is no much water or oxygen, where rainfall is unknown, and where the night temperature is extremely low. In 1877 Schiaparelli was busy mapping Mars when he noticed numbers of curious straight lines crossing the reddish 'deserts'. They were quite unlike anything he had ever seen before, and he named them **canali**. This is Italian for 'channels', but the word was translated as canals, and it was suggested that they might be waterways. The idea was taken up by Percival Lowell, who named his planets after the Lowell family. Schiaparelli seems to have kept an open mind, but the question was taken up in 1894 by Percival Lowell, whose name will always be linked with the Martian canal problem as well as with his calculations which led to the discovery of the planet Pluto. Lowell was born in 1850, at Boston in Massachusetts. He was educated at Harvard, and then spent some time in the Far East; at one time he lived in China and Japan for several years. He had always been interested in astronomy, and eventually he decided to devote his life to it. Fortunately he was well off, and he founded an observatory at Flagstaff, in Arizona, where he could carry out his work under good conditions. He provided himself with a large refractor, and began to study Mars. Lowell was very definite in his views. He believed that Mars was the home of intelligent beings, and that the streaky lines were real canals, arranged to carry water from the melting polar caps across to the dried-up regions near the equator. He drew attention to the fact that when two canals crossed, as they frequently did, there was a 'blob' or oasis, presumably a centre of population. He charted hundreds of canals, and thought them to represent a planet-wide irrigation system. The case against this conclusion, and the arguments went on even after Lowell's death in 1916. Nowadays few people believe that the canals are artificial, partly because the polar caps have been found to be too thin to supply even one major waterway, and partly because we now know that conditions on Mars are unsuitable for intelligent life as we know it. It is not even certain that the canals exist at all, and they are in any case much less regular and straight than Lowell thought they were. The trend towards simplification has been hard to find. I can only say that I have studied Mars with very wide telescopes and have never seen a Lowell-type canal, though irregular patches exist. This is no reflection upon Lowell; he was a great astronomer who did much for science. It means that on this occasion, his ideas have not been confirmed by later work. The question is not finally settled, and Lowell's canal-system still exists in popular imagination. Ultimately photographs of Mars are not good enough to clear the matter up, since very fine details do not show with sufficient clarity. Another discovery was made in 1877, this time by Asaph Hall at the Washington Observatory. During his boyhood Hall was apprenticed to a carpenter, but soon made his mark in the astronomical world, and became an expert observer and mathematician. A map showing Deimos (Deimos) and Phobos (Phobos) orbiting around Mars. **MILES** A map showing Malta with Deimos (Deimos) and Phobos (Phobos) orbiting around it. Sizes of Phobos and Deimos compared with Malta. **SIZES OF PHOBOS AND DEIMOS COMPARED WITH MALTA** **MARS AND ITS TWO SATELLITES:** Mars itself was photographed with a shorter exposure; the background blur is due to the over-exposed image of Mars while the two satellites were being recorded A black and white photograph of a Martian landscape with two satellites visible in the distance. A button with a design of a planet, possibly Jupiter, with a red dot near the center. The background is dark. the Sun's family 145 While he was studying Mars, Hall found two tiny points of light which proved to be satellites. They were named Phobos and Deimos, and showed themselves to be remarkable bodies. Both are small—Phobos about a dozen miles in diameter, Deimos even less—and both are close to Mars. Phobos moves at a distance of only 3,700 miles from the surface of Mars, and revolves around the planet in only 7 hours 39 minutes. The rotation period—the 'day' of Mars is, as we have seen, half an hour longer than ours. Therefore so far as Phobos is concerned, the 'month' is shorter than the 'day'. To an observer on Mars Phobos would seem to rise in the west, move across the sky, and set in the east 41 hours later, during which time it would pass through more than half its cycle of phases. Deimos would appear to rise fully dark before it set. We must note, however, that for long periods it would be eclipsed by Mars' shadow, just as our Moon is sometimes eclipsed by the shadow of the Earth. Deimos is equally strange in its own way. It is some 12,500 miles from the Martian surface, and goes round once in 30 hours, so that it will remain above the Martian horizon for two and a half days. For a long period it would go through all its phases twice. Yet because Phobos and Deimos are so small, they would give very little light to an observer on Mars. In every way Mars is a fascinating world. It is more Earthlike than any other planet; and even if Lowell were wrong in believing it to support intelligent life, the probable existence of living organisms shows that it is by no means a dead planet. By contrast with Mars we reach the asteroid belt, and still farther out we reach the four giants—Jupiter, Saturn, Uranus and Neptune. All are huge, and all seem to be built upon the same pattern, so that they have many points in common. A century ago it was thought possible that the giants might be "dwarf suns" with hot surfaces, sending out considerable light and heat of their own. We now know that this is not the case, and that their four are bitterly cold, with temperatures ranging from —200 degrees Fahrenheit for Jupiter down to —360 degrees for Neptune. The outer gases can be analyzed by means of the spectroscope, and it is found that most of the outer "clouds" are made of hydrogen together with hydrogen compounds such as ammonia and methane (marsh-gas). According to a theory due to Rupert Wildt, of the University of Berlin, these clouds are held together by a deep layer of ice which is in turn overlaid by the hydrogen atmosphere; with Jupiter, the core would be 37,000 miles in diameter, the ice-layer 17,000 miles thick and the atmosphere 8,000 miles thick. Another idea, due to W. H. Ramsey of Britain, suggests that a giant is composed mainly of hydrogen all the way through, though near the centre of the globe the hydrogen will be under such tremendous pressure that it will start to behave like a metal. Jupiter spins on its axis very quickly. The rotation period is only 94 hours, and this means that the equator bulges out—giving the planet a flattened shape, as shown in the drawings. Different regions rotate at different speeds, and the region near the equator (System I) has a period several minutes shorter than for the rest of THE CHANGING ASPECTS OF JUPITER'S BELTS. From observations made by Patrick Moore June 5, 1958; 21st; 52m. 12-inch reflector × 330. (1) March 26, 1959; 9h. 35m., 12-5-inch reflector × 330. (2) March 26, 1959; 9h. 35m., 12-5-inch reflector × 330. (3) March 26, 1959; 9h. 35m., 12-5-inch reflector × 330. (4) March 26, 1959; 9h. 35m., 12-5-inch reflector × 330. (5) March 26, 1959; 9h. 35m., 12-5-inch reflector × 330. (6) March 26, 1959; 9h. 35m., 12-5-inch reflector × 330. (7) March 26, 1959; 9h. 35m., 12-5-inch reflector × 330. (8) March 26, 1959; 9h. 35m., 12-5-inch reflector × 330. (9) March 26, 1959; 9h. 35m., 12-5-inch reflector × 330. (10) March 26, 1959; 9h. 35m., 12-5-inch reflector × 330. (11) March 26, 1959; 9h. 146 the Sun's family A diagram showing the belts and zones of Jupiter. The diagram is divided into three main sections: System I, System II, and Central Perimeter. System I shows the belts and zones of Jupiter, with the Solar Current at the top, followed by the LL Temporal Current, the Tropical Current, the LL Equatorial Current, and the LL Temporal Current again. System II shows the belts and zones of Jupiter, with the Solar Current at the top, followed by the LL Temporal Current, the Tropical Current, the LL Equatorial Current, and the LL Temporal Current again. The Central Perimeter shows the belts and zones of Jupiter, with the Solar Current at the top, followed by the LL Temporal Current, the Tropical Current, the LL Equatorial Current, and the LL Temporal Current again. **BELTS AND ZONES OF JUPITER** A diagram showing the rotation periods of Jupiter's various zones. The diagram is divided into four main sections: 1. Solar Current, 2. LL Temporal Current, 3. Tropical Current, 4. LL Equatorial Current. Each section shows the rotation period of that zone on Jupiter. The Solar Current has a rotation period of 0 hours, 50 minutes. The LL Temporal Current has a rotation period of 0 hours, 50 minutes. The Tropical Current has a rotation period of 0 hours, 50 minutes. The LL Equatorial Current has a rotation period of 0 hours, 50 minutes. **ROTATION PERIODS OF THE VARIOUS ZONES OF JUPITER.** The g.h. 50m. 26sec. zone is termed System I; the rest of the planet, System II. **SATURN**, photographed at the Lowell Observatory **SATURN**, photographed with the 200-inch Hale reflector at Palomar the planet (System II). Moreover, special features, such as spots, have rotation periods of their own. Through a small telescope Jupiter shows as a yellowish, flattened disk, crossed by the streaks which we term **belts**. Generally a 3-inch refractor will show at least four belts, and sometimes as many as six while with a larger instrument there is a tremendous amount of detail. As Jupiter rotates, these belts appear to shift from one side of the disk to the other—as with sunspots, though here the time taken to pass from limb to limb is only five hours instead of a fortnight. The shifting becomes noticeable after only a few minutes. By timing the moments when certain features cross the central meridian, it is possible for astronomers to measure the rotation periods of various zones with great accuracy. Much of this work has been done by Dr. E. W. Maunder and in particular by members of the Jupiter Section of the British Astronomical Association. This Association was formed in 1890, and has a distinguished record of observational work. Among its greatest students of Jupiter have been a clergyman, the Rev. T. E. L. Phillips; F. J. Hargreaves; and B. M. Peek. Phillips is dead, but Hargreaves and Peek continue the work. It is probably true to say that Jupiter is one of those objects for the serious observer armed with a small or moderate telescope. The details in the belts are always changing, and this applies also to the spots. Special features on Jupiter do not generally last for long, as is only to be expected, since the surface is made up of gas. The chief exception is the remarkable object known as the Great Red Spot. The Spot first became prominent in 1878, developing from a pale pink, oval marking into a brick-red area 30,000 miles long by 7,000 miles wide, so that its surface area was equal to that of the Earth. It attracted a great deal of attention, and was traced with fair certainty on earlier drawings. Schwabe, discoverer of the eleven-year sunspot cycle, had recorded it in 1831, and Hoole may have seen it as long ago as 1664. The bright red hue did not persist, and since 1890 the Spot has faded. Sometimes it has vanished altogether (as in 1959), but it has always returned. It has been suggested that the Spot is the top of a gigantic volcano poking out through the cloud-layer. Unfortunately for this the Sun's family 147 theory the position changes, and the spot drifts about within certain limits approximately 20,000 miles to either side of its mean position. It is more likely to be a solid or semi-solid body floating in the gas, and Peek believes that it may be due to solid helium, though we do not really know. Jupiter has four satellites, first seen in 1609 by Marius and Galileo, are easy objects; some exceptionally keen-eyed people can see them without a telescope. Eight more moons have been found, but all are tiny and require powerful instruments. No. 5, discovered by E. E. Barnard in 1892, is closer to the planet than any of the 'Galileans', and goes round once in 11 hours 57 minutes. Two of the main satellites, Ganymede and Callisto, are larger than the Earth's Moon, and are easily visible with binoculars. The remaining two, Io and Europa, are much the same size as our Moon. Astronomers at the Pic du Midi have recorded surface features on all four, and have even gone so far as to draw up preliminary maps. Saturn, the outermost of the planets known in ancient times, is much more remote than Jupiter. Its average distance from the Sun is 800 million miles, and its 'year' is over 39 times as long as ours. Moreover, it is smaller than Jupiter, and even more flattened at the poles. The diameter as measured through the equator is just over 75,000 miles, while the polar diameter is less than 70,000 miles. The belts are much less conspicuous than Jupiter's, though a moderate telescope will show several. Spots are rare, but when they do appear they are of special interest. The most important spot of recent date was found on August 31, 1933, by a British amateur named W. T. Hay. William Thompson Hay was born at Aberdeen in 1888. He was apprenticed to an engineer, but at the age of twenty-one he gave up this career and went on the stage. Before long he had made a great reputation as a variety artist; many people will remember 'Willy Hay', the comic actor who played many comic roles in films and plays some of which were written specially for him. He was interested in astronomy from an early age, and was a skilful observer. The spot on Saturn was discovered with the 6-inch reflector at his private observatory at Norbury, near London, but in fact Hay's most important work was in connection with comets, though he was also a clever instrument-maker. The 1933 spot became prominent for a time, and was strikingly **SATURN IN 1933**, showing the famous white spot discovered by W. T. Hay. This is Hay's original drawing **PHOTOGRAPH OF JUPITER**, taken with the 200-inch Hale reflector at Palomar. The black disk near the top of Jupiter is the shadow of Ganymede **DIAGRAM OF SATURN'S RING SYSTEM** showing the Cassini Division, Rings A and B, and the Crêpe Ring (Ring C) SATURN IN 1949. From an observation made by Patrick Moore on June 2, 1949, 22 h., 6-inch refractor × 400. The rings were almost closed. Four satellites are shown; from left to right, Titan, Rhea, Iapetus, Tethys and Rheia. When the ring-system is at this angle to the Earth, surface features on the globe of Saturn are best placed for observa- tion, but when the system is 'open', an appreciable part of the globe is masked. However, the belts are always very much less than the diameter of Jupiter. When this drawing was made Titan and Iapetus were also seen, but are not shown because they are considerably farther away from Saturn. Drawing by D. A. Hardy. white. It gradually lengthened, and the portion of the disk follow- ing it darkened, as though material were being thrown up from below the surface of the gas-layer. Like other spots on Saturn its period of visibility was short, and nothing similar has been seen since. The spot was first observed by Galle and then appeared in 1960. The glory of Saturn is in its ring-system, which can be seen with a small telescope when the rings are at their most 'open'. So far as we know there is nothing else like them in the heavens. The system is of vast extent. From side to side it measures almost 170,000 miles. The outermost ring (A) is 10,000 miles wide; then comes a division, with a width of 1,700 miles, and then the brightest ring (B) 16,000 miles wide. Johann Palitzschke, once Director of Berlin Observatory and the man who introduced Galileo and d'Arrest to hunt for Neptune, discovered a less obvious division in Ring A, and several more have been reported, though it is by no means certain that they are true gaps similar to Cassini's. The inner ring, C—the so-called Crête Ring—has a curious history, which takes us back to the early days of astronomy in America. In 1835 William Cranach Bond, a watch-maker who had taken up astronomy as a hobby, was watching Halley's Comet from his private observatory, together with his son George. At that time there were no large telescopes in the U.S.A., and it occurred to the Sun's family 149 Bond and others that the time had come to remedy matters Citizens in Boston and elsewhere subscribed the money for a large instrument, and in 1847 a 15-inch refractor was set up in a wooden tube at Cambridge, Massachusetts. This was the start of the now world-famous Harvard College Observatory. On July 13, 1846, George P. Bond, looking Saturn with the 15-inch when he noticed a third ring, closer to the planet than the old ones and much fainter. Indeed, it seemed to be almost transparent. The discovery, as interesting as it was unexpected, was made independently at about the same time by a British clergyman, the Rev. William Rutter Dawes. The 'Crepé Ring' is not a particularly difficult object to observe, and it is worth noting that it before Bond and Dawes did so in 1850. Even Herschel, who had discovered the two tiny inner satellites Mimas and Enceladus, had not identified it. There have been suggestions that the ring has brightened up since Herschel's day, but this would be hard to account for, and we must assume that the older observers simply overlooked it. It is worth adding that at various times since 1909 there have been reports of another ring around Saturn, but these have not been confirmed, and probably does not exist. I made a special search for it with the Meudon 33-inch refractor at various times between 1952 and 1958, but without success. What could the rings be? In 1848 a solution was provided by the French mathematician Édouard Roche, who proved that the system is too close to Saturn to be a solid or liquid sheet. Within a certain distance from Saturn, any ring of material or body would be disrupted by the gravitational pull of the planet—and the rings lie well inside the danger zone. Roche therefore suggested that the rings must be made up of numerous small pieces of material, moving round Saturn in the manner of tiny moons. This idea was proved by the work of an American astronomer, James Keeler, who showed that the inner rings go round faster than those outside. We are still not certain about the nature of the ring-particles, but according to G. P. Kuiper they are made up largely of ice—or are at least coated with icy material. The Cassini Division is due to the pull of Saturn's satellites, particularly the innermost—Mimas—which is only 30,000 miles beyond the edge of Ring A. Yet Mimas is a small body only about your size! Altogether Saturn has nine satellites. Titan, the brightest, discovered by Huygens in 1655, is the largest satellite in the Solar System, with a diameter of about 3,500 miles. It is also the only satellite known to have an atmosphere. Of the rest, Cassini's four (Iapetus, Rhea, Dione and Tethys) have diameters ranging from 600 to about 1,600 miles, while Mimas and Enceladus are about half that size. The outermost satellite of Jupiter, Io found in 1848, is smaller still. The outermost satellite, Phoebe, found by W. H. Pickering in 1898, is a real dwarf only 150 miles across. It is over 8 million miles from Saturn, and goes round the 'wrong way', in the manner of a car going the wrong way in a roundabout. It is not unique; several of Jupiter's minor moons, all of Uranus', and one of Neptune's do the same. A drawing showing Saturn with its rings. VARIOUS ASPECTS OF SATURN'S RINGS. Drawings by D. A. Hardy 150 the Sun's family A diagram showing the relative sizes of the planets Mercury, Venus, Earth, Mars, Jupiter, Saturn, Uranus, and Neptune. The Sun is at the center.
Earth Mars Jupiter Saturn Uranus Neptune
23°45' 25°2' 31° 26°75' 98° 23°'
**INCLINATION OF THE ROTATION AXES OF THE PLANETS.** The inclina- tions of Mercury, Venus and Pluto are not known with certainty. The unusual tilt of Uranus is very evident. In 1904 Pickering announced that he had found yet another satellite of Saturn. He named it Themis, but it has not been seen since, and it seems certain that what Pickering saw was merely a faint star. Not much is known about the two outer giants, Uranus and Neptune, which are almost perfect twins. They seem to be made on the same pattern as Jupiter and Saturn, but surface details are not known. They are so far away that Neptune is so remote that it takes over 164 years to complete one journey round the Sun, while Uranus requires 84 years. Uranus is interesting because its axis is sharply tilted to the plane of its orbit. The inclination is more than go degrees, and the 'seasons' there must be very odd. First much of the northern hemisphere, then much of the southern, will have a night lasting for many months before they see the Sun again. It is possible that we look straight 'up' at the pole of Uranus, as was the case in 1945. Both the outer giants have satellites. Uranus has five, Neptune two. Of Neptune's attendants, one (Triton) is over 3,000 miles across; the other (Nereid) is a dwarf, and has a very eccentric orbit, so that its distance from Neptune varies between 1 and 6 million miles. Finally we come to Pluto, tracked down in 1930 as a result of Lowell's calculations. It can be seen with a moderate telescope, but looks like nothing more than a faint speck of light, and about its surface features we know nothing at all, though from brilliancy variations the rotation period has been estimated at 6 days 9 hours. One of the most curious facts about Pluto is that it has an orbit which is unusually eccentric and inclined. At perihelion it approaches no closer than does Neptune, and the diagram shows that it actually crosses the orbit of Neptune. An angle of 17 degrees means that there is little fear of a collision. It is, however, possible that Pluto used to be a satellite of Neptune which was disturbed in some way many millions of years ago and has moved off on its own. From Pluto the Sun would appear only as a small though intensely brilliant source of light. Powerful telescopes might show Neptune and Uranus, but the Earth and the inner planets would be quite beyond the range of vision, and our imaginary Platonian astronomer could never learn of their existence. We must not over-estimate the importance of the planets. All of them, including the Earth, are very junior members of the Galaxy, and even Jupiter, which we regard as a giant, is insignifi- cant in the pattern of the universe. Yet we are naturally con- cerned with our near neighbors in space, and the astronomers who have spent countless hours in studying them have not wasted their time. **PLUTO,** SHOWING APPARENT MOTION OVER 24 HOURS. Photographed with the 200-inch Hale reflector at Palomar # 20 wanderers in space WE HAVE ALREADY discussed the planet-hunters. Now let us turn to the comet-hunters, starting with the first and perhaps the greatest of them all—the French observer Charles Messier. Messier was born in Lorraine in 1730, and spent most of his active life in Paris, where he observed with a small telescope installed at the top of a tower. He independently discovered Halley's Comet at its next return in 1758, and was able to see it until after Palitzsch had done so. From that time onward Messier undertook a systematic search for new comets, and discovered twenty-one of them, as well as studying many more which had been found by other astronomers. The French King called him 'the ferret of comets', and the nickname was a good one. It was during these searches that Messier drew up his famous catalogue of stars and nebulae. However, comets were his chief concern, and he continued working away until only a few years before his death at the age of eighty-seven. Caroline Herschel discovered half a dozen comets, and another early 'hunter' was Pierre Mechain, who also worked in Paris and who found eight comets between 1781 and 1795. But the true successor to Charles Messier was Jean Louis Pons. Pons joined the Göttingen Observatory in 1786— but not as observer or director; he was given the job of doorman and general caretaker. His interest in astronomy was so keen that the observers gave him all the help they could, and Pons later outshone them all. He was made assistant astronomer in 1813, and in 1819 left Marseilles to become Director of the new Observatory at Maria, near Lausanne. He ended his career as Director of the Museum Observatory at Florence, where he died in 1831. In fact, Pons' career is as romantic as any in science. There can be no other case of an observatory doorman rising to the rank of observatory director, earning an international reputation during his lifetime. Pons discovered thirty-six comets. One of them, seen in 1818, proved to be of particular interest, because when its orbit was computed by Johann Encke, it took that time assistant at Göttingen Observatory to move round the Sun in a period of only 3.4 years. Working backwards, much as Halley had done, Encke decided that the comet was identical with those observed in 1786 by Méchain, 1792 by Caroline Herschel, and 1805 by Pons himself. In fact, Pons had discovered the same comet twice! Encke predicted that the comet would return in 1822, and it did so. Since then it has been seen regularly every 3.4 years, and the reappearance during 1960 was the forty-sixth observed return to perihelion. Fittingly, the comet was named in Encke's honor, but it is more general nowadays to name a comet after its actual discoverer. Thus when Robert Burnham found a new comet in December 1959, it was officially known as Burnham's Comet. (It was, incidentally, visible without a telescope, and when at its closest to CUNNINGHAM'S COMET OF 1940, photographed on December 21 with a 5-inch Ross lens at Palomar. MRKOS' COMET OF 1957, photographed by E. A. Whitaker. This was the second reasonably bright comet of 1957; it was quite conspicuous in the evening sky in August and in the autumn. It was discovered by the Czech observer Antonín Mrkos; the first observations from Britain were secured independently by a fifteen-year-old amateur, Clive Hare. A night sky with a comet-like object in the center, surrounded by stars. The comet has a bright nucleus and a long, glowing tail extending upwards and to the right. Below the comet, there is a silhouette of a town or city with buildings and lights. wanderers in space 153 A black and white illustration of a comet with a bright tail, labeled "ALCOCK'S FIRST COMET OF 1959. Drawing by G. E. D. Alcock." A black and white illustration of a comet with a bright tail, labeled "ALCOCK'S SECOND COMET OF 1959. Drawing by G. E. D. Alcock." the Earth, in late April 1960, was in the region of the north celestial pole.) There are also special systems for numbering comets. Each time a discovery is made, it is given a year and a letter; the first new comet of 1959 was 1959a, the second 1959b, and so on. Burnham's, the eleventh and last, was 1959k. A year followed by a Roman numeral indicates that the comet has been designated according to its time of perihelion; the first 1960 comet to reach perihelion was 1960 I, and the next 1960 II. Encke's was the first known short-period comet, but nowadays the list runs into several dozens. All are faint, but their movements are so well known that astronomers always know when and where to expect them. During 1960, for instance, nine periodic comets, one of which was Encke's, were under observation at various times. Comets have very small mass, and are strongly influenced by the planets, particularly Jupiter. It is no coincidence that so many of them have their aphelion distances near Jupiter's orbit while Saturn's Transit of Neptune have involved such numerous comet-families. The orbits may be highly inclined, and some comets, notably Halley's, move in a wrong-way or retrograde direction. Comets have been aptly termed 'wanderers in space'. Amateur comet-hunters are still at work. It takes many hours of patient, systematic searching to make a discovery, and a lucky enthusiast may continue undisturbed for years with a telescope with a good high escape rate with field of view as needed. Yet there is always the chance of spectacular success. In 1959 a British amateur G. E. D. Alcock, by profession a teacher in Peterborough, found two new comets within a few days. Mention must also be made of E. E. Barnard, who found many comets during the last century, and the American amateur Leslie Felter, who has so far made seven discoveries. Great comets are those which appear during the period from 1700 to 1910. Donati's Comet of 1848 had a lovely, curved tail shaped like a scimitar; Chéseaux' Comet of 1744 had a multiple tail, and the comets of 1811 and 1843 stretched half-way across the sky. Halley's Comet is hardly 'great', but it and the Daylight Comet, which also appeared in 1910, have so far been the last of their kind. By the law of averages another brilliant visitor is overdue, but of A black and white illustration of a comet with a bright tail, labeled "THE GREAT COMET OF 1811. This woodcut shows one of the most spectacular comets ever observed." A black and white illustration of a comet with a bright tail, labeled "GREAT COMET Drawing by D. A. Hardy, from an old wood-cut" 154 wanderers in space Daniel's Comet of 1907. This was a typical 'moderate' comet, not conspicuous to the naked eye, but was an interesting telescopic object. The stars show as trails because the comet had relatively rapid appearance and disappearance on the camera during the time-exposure. Daniel's Comet, like most others of its kind, has an extremely long period, and will not be seen again for many centuries. course we cannot tell when to expect it. If we except Halley's, there is no bright comet with a period of less than five hundred years, and probably none with a period of less than a thousand years. It is natural to suppose that a comet moves head-first with its tail following behind it, but this is by no means always true. When moving towards the Sun the comet goes head-first, but after it has passed perihelion and has begun its return journey the tail takes the lead. There is a good reason for this. Heinrich Olbers, the 'celestial policeman', had shrewd ideas on the subject, but the main honor must go to the Russians. The key to it is 'light-pressure'. Light does not exist as a force, and if you had a brilliant enough searchlight you could not hold it up to a man down with it. Of course nothing of the sort is practicable. In our everyday experience the light-pressure is very small, and certainly cannot be felt. However, in 1900, the Russian physicist Lebedev proved that the effect exists, and supported a theory due to his countryman Theodor Alexandrovitch Bredikhine, who used light-pressure to explain the behavior of a comet's tail. Bredikhine's theory was developed by Svante Arrhenius of Sweden and Karl Schwarzschild of Germany, was as follows. A comet-tail is made up of very small particles less than 1/100,000 of an inch in diameter, together with extremely tenuous gas. Two forces are acting on these particles; the Sun's gravity, tending to pull them in, and the Sun's light-pressure, tending to drive them away. It is a kind of tug-of-war, and for particles of this particular size the Sun's gravity wins. Consequently, a comet's tail always points away from the Sun, as shown in diagram. Nowadays, most astronomers support a theory due to F. L. Whipple, according to which a comet's head is made up mainly of 'ices'. When the comet nears the Sun, there is great evaporation, giving off gases which produce the coma around the comet's central part or nucleus. It has been said that a comet is mainly a collection of dirty ices, which is unromantic but probably true. Chéseaux' Comet of 1744. This was one of the most brilliant of comets, and it was extremely spectacular and was unique in developing a seven-fold tail. Ordinarily a great comet does not have more than three or four tails, and nothing similar to Chéseaux' Comet has been seen since. The drawing given here is taken from an old sketch made at the time If a comet experiences evaporation each time it comes close to the Sun, a short-period comet, which returns every few years, cannot last for long on the astronomer's time-scale. This has been true of many comets, but some of those which have returned during the last century have disappeared; such are those of Borsen (seen at five different returns) and Tempel and Holmes (three each). Even more startling was the strange story of Biela's Comet. In 1826 a new comet was found at almost the same time by Wilhelm von Biela, an officer in the Austrian Army, and Jean Gambart, assistant at Marseille Observatory. It proved to have a return period of seven years in 1832; missed in 1838, because it was badly placed for observation; and picked up again once more in 1845. Then it created an astronomical sensation by dividing into two parts, so that the appearance was, as G. de Vaucouleurs has put it, one of 'twin comets sailing through space in convoy'. In 1852 the twins were seen once more, rather more widely separated. In 1859 the conditions were again poor, but in 1860 they should have been good, and observers waited eagerly to see what would happen. The answer was—nothing. The calculations were right, but in spite of the most intensive searches the comet did not appear. Something had happened to it. The next return was expected in 1872. Again the comet was absent, but this time a spectacular meteor shower was seen in its place. Clearly the comet was dead, and the meteors represented the fragments. Actually the full explanation is not so simple as this, but there is certainly a close link between comets and meteors. The fate of Biela's Comet proved it, and for years afterwards meteors were recorded whenever the comet should have been seen. Even today we still see a few 'Bieliid' meteors, though the shower is no longer brilliant. It seems that as a comet moves round the Sun it leaves a trail of **Drawing of Biela's Comet**, made in 1845. At this time the comet had separated into two parts, and it was thought that such a phenomenon had been observed. In view of later events, it seems that this marked the beginning of the complete disintegration of the comet. **Behavior of a Comet's Tail** When a comet is remote from the Sun its tail does not develop. As the comet nears perihelion, the tail may become very long, and it points more or less away from the Sun. When the comet is far from the Sun it recedes from the Sun tail-first. A comet's tail always points approximately away from the Sun, due to the effects of radiation pressure. A diagram showing a comet orbiting around the Sun with its tail extending away from the Sun. Sun 156 wanderers in space PERSEID METEOR, photographed by H. B. Ridley on August 15, 1928 debris behind it, and this debris is gradually spread out all round the orbit. When the Earth passes through, the result is a meteor display. We know that a shooting-star is simply a tiny piece of material which enters the Earth's upper air, moving at anything up to 45 miles per second, and is destroyed by friction as it speeds through the atmosphere. The "shooting-star" appears to us one of perspective just as in the case of parallel roads, which seem to meet at a point in the distance. The meteors are moving in parallel paths, and so seem to issue from a definite point or radiant. More than a dozen-fairly rich meteor showers are seen each year. Pride of place must go to the Perseids, which are so called because the radiant lies in the constellation Perseus. They occur from about July 27 to August 17, and if the Moon is out of the way and the sky is dark they are often spectacular. Among other showers are the Quadrantids (January 3), the Orionids (October 20–21), and the Geminids (December 17). Unusual displays are seen occasionally. A.D. 902 was named 'the Year of the Stars', because on one night it is said that the meteors appeared to be falling as thickly as snowflakes. The showers of 1366, 1799, 1833 and 1866 were almost equally startling. These latter showers were due to the Leonids, associated with a faint comet which was named after its discoverer, the German astronomer Ernst Tempel. The comet still exists, and is seen every few years. The Leonid shower also exists, but we no longer see the best of it. Every 33 years the Earth used to pass right through the swarm, but between 1866 and 1899 the shower was perturbed by the gravitational effects of the giant planets, and the orbit was so greatly altered that we no longer meet it. The expected showers of 1899 and 1933 failed to appear, though we have been told that we will be any luckier in 1966, though a minor shower is always seen about November 16 annually. Most meteors are smaller than a pin's head, and so are destroyed in the upper air. It is estimated that about 100 million of them enter PHOTOGRAPH OF THE MOTORWAY M1, some miles outside London, taken from one of the bridges. It shows the parallel lanes apparently meeting at a point near the horizon. Photograph by Patrick Moore, c1960 from about July 27 to August 17, and if the Moon is out of the way and the sky is dark they are often spectacular. Among other showers are the Quadrantids (January 3), the Orionids (October 20–21), and the Geminids (December 17). Unusual displays are seen occasionally. A.D. 902 was named 'the Year of the Stars', because on one night it is said that the meteors appeared to be falling as thickly as snowflakes. The showers of 1366, 1799, 1833 and 1866 were almost equally startling. These latter showers were due to the Leonids, associated with a faint comet which was named after its discoverer, the German astronomer Ernst Tempel. The comet still exists, and is seen every few years. The Leonid shower also exists, but we no longer see the best of it. Every 33 years the Earth used to pass right through the swarm, but between 1866 and 1899 the shower was perturbed by the gravitational effects of the giant planets, and the orbit was so greatly altered that we no longer meet it. The expected showers of 1899 and 1933 failed to appear, though we have been told that we will be any luckier in 1966, though a minor shower is always seen about November 16 annually. Most meteors are smaller than a pin's head, and so are destroyed in the upper air. It is estimated that about 100 million of them enter BRILLIANT PERSEID METEOR, photographed by H. B. Ridley wanderers in space 157 the atmosphere each day. If you go outside on a dark, clear night when a shower is due, and spend a few minutes staring at the sky, you will be very unlucky if you do not see at least one shooting-star. On April 26, 1803, at one o'clock in the afternoon, the inhabitants of the little French village of L'Aigle were disturbed by a strange sound. It was not unlike a violent roll of thunder—yet the skies were cloudless, and there was no sign of a storm. As the villagers rushed out of their houses in alarm they caught sight of an immense 'ball of fire' racing across the sky, and as it vanished there came a series of explosions which could be heard for 50 miles. The 'ball' had been travelling at a number of miles per second to the earth, landing at speeds great enough to cause them to bury themselves deeply in the ground. SPECTRUM OF A TAURID METEOR, photographed by H. B. Riddle on October 29, 1954. This was the first meteor spectrum obtained in the United Kingdom EXPLODING ANDROMEDID METEOR, photographed by H. Butler in 1865 The affair reached the ears of scientists in Paris, and a leading French astronomer, Jean-Baptiste Biot, was sent to investigate. He examined the strange stones, the heaviest of which weighed 17] pounds, and came to the conclusion that they had indeed come from space. This was the first time that astronomers had admitted that such things existed. After many years had been made, other meteorites were identified. One, for instance, was the 276-pound stone which had fallen at Ensisheim, in Alsace, in 1492. The famous sacred stone in the Holy City of Mecca also seems to be a meteorite. Meteorites are relatively large bodies, ranging in size from pebbles to great blocks weighing tons. The largest ever seen to fall, over Arkansas in 1930, weighs 820 pounds, but a meteorite which THE HORA WEST METEORITE IN AFRICA. The weight exceeds 60 tons 158 **wanderers in space** A map with Cyrillic text "КАРТА РАЙОНА ПАДЕННЯ ТУНГУСКОГО МЕТОРОПТА (1908)" and a diagram showing a meteorite impact site. **КАРА РАЙОНА ПАДЕННЯ ТУНГУСКОГО МЕТОРОПТА (1908)** ЮРИЙ СЕВЕРСКИЙ ЮРИЙ СЕВЕРСКИЙ ЮРИЙ СЕВЕРСКИЙ ЮРИЙ СЕВЕРСКИЙ **REGION WHERE THE SIBERIAN METEORITE LANDED IN TUNGUSKA IN 1908** A black and white photograph of a large crater in the Siberian tundra, with a star trail visible on the plate. The text reads: "THE ZODIACAL LIGHT, photographed at Chocaltaya, Bolivia, at an altitude of 17,000 feet, with the Sun 18 degrees below the horizon." The photograph was taken by E. Blackwell and M.F. Ingham. A single lens camera was used (aperture f/18, focal length 5 inches) with an exposure of 10 minutes, which accounts for the star trails on the plate." **THE ZODIACAL LIGHT**, photographed at Chocaltaya, Bolivia, at an altitude of 17,000 feet, with the Sun 18 degrees below the horizon. The photograph was taken by E. Blackwell and M.F. Ingham. A single lens camera was used (aperture f/18, focal length 5 inches) with an exposure of 10 minutes, which accounts for the star trails on the plate. The Arizona Meteor Crater, due to a prehistoric meteorite impact fell at Hoba West in South Africa, presumably in prehistoric times, weighs 60 tons. Such falls are extremely rare, and there is no proved case of any one being killed by a meteorite, though admittedly there have been one or two marvellous cases. Most meteors do not come from shooting-star showers; they may indeed be much closely related to the asteroids. They are of two main types: aerolites (stony in composition), and siderites (largely nickel-iron). Most museums have collections of them. A large meteorite can, of course, produce a crater. Such is the Meteor Crater at Coon Butte in Arizona, almost a mile across and 600 feet deep; others are the Chubb Crater in North Quebec, and many other miscellaneous sites in Arabia, the U.S.A., Australia and the Baltic island of Ösö. During the present century there have been only two major falls. One was that of June 30, 1908, when a large meteorite fell in Siberia and blew trees flat for twenty miles round the point of impact. The other occurred on February 12, 1947, also in Siberia. Fortunately the objects fell in uninhabited wasteland. If either had landed such as London or New York, the death-roll would have been colossal. It is unlikely that you will ever see a meteorite fall, though you can certainly see plenty of ordinary shooting-stars if you watch at the right times. However, it is worth going to a museum and looking at some of these strange 'stones from the sky'. Who knows how many millions of millions of miles they travelled before coming to rest on our planet? Lastly in our brief survey of the Sun's kingdom we come to the Zodiacal Light, a faint luminous band extending along the ecliptic. It is best seen after dusk in spring and before dawn in autumn, since the ecliptic then makes its steepest angle with the horizon. In Britain it is never very conspicuous, but is sometimes prominent from countries where it have clearer skies. It is a faint light in the opposite direction to Gegenlicht. Counterglowes are thought to be due to meteoric bodies forming a ring around the Earth behind the Sun, in the plane of the Earth's orbit. The Zodiacal Light was named by Cassini in 1683, but it had been previously recorded by several astronomers—including Kepler, who believed it to be the outer atmosphere of the Sun. The more elusive Gegenlicht was discovered in 1854 by the Danish astronomer Theodor Borsens. During the last few decades have taken the story of the Solar System apart from Herschel's original conception. Much has not yet finished; the new rocket experiments have added to our knowledge, and are bound to lead to great new developments within the next few years. But before dealing with space research, let us turn back to the story of the stars. **21 how far are the stars?** A diagram showing different types of stars: "More distant stars," "Near-by star," and "Angle of Parallax." The "Near-by star" is labeled A1 and A2, with A1 being closer to the Sun than A2. GIOVANNI CASSINI, the Italian astronomer who became first Director of the Paris Observatory, believed the Sun to be 86 million miles away. The actual distance is now known to be 7 million miles greater than this, but Cassini's estimate was certainly of the right order, and the work of Kepler and Newton made it possible to measure reasonably accurately the size of the Solar System. Saturn, the outermost of the planets known in ancient times, proved to move round the Sun at a distance of nearly 900 million miles. Mapping the Solar System had been difficult enough, but finding out the distances of the stars was much harder still. All that Cassini could say was that even the nearest star (excluding the Sun, which cannot be seen) must be very far indeed. The first man to tackle the problem really seriously was the third Astronomer Royal, the Rev. James Bradley, who succeeded Halley in 1742 and held office until his death twenty years later. Bradley, born in 1693, was educated at Oxford, and became Vicar of Bradstow in Monmouthshire. Then, in 1721, he went back to Oxford as Professor of Astronomy, and remained there until his election to Greenwich in 1742. Halley's brother decided to improve the existing star catalogues, and he did so very thoroughly, since his measures of the positions of over 60,000 stars were so good that even today they are of great value. Yet Bradley's greatest discovery was made in 1728, before he became Astronomer Royal. The story is an interesting one, and shows how careful an observer Bradley was. It is connected, too, with his method of measuring the distances of the stars by the method of parallax. Suppose you hold a ruler at arm's length, and line it up with a distant object such as a tree, using one eye only. Now, without moving your head or the ruler, use your other eye. The ruler will no longer seem to be lined up with the tree; it will have apparently shifted, because it is being viewed from a slightly different direction. This angle is called parallax. By measuring parallax if you know the distance between your eyes, and also the angle of parallax, it is possible to work out the distance of the ruler from the 'base-line,' or line joining your eyes. A similar method is used by surveyors who want to measure the distance of an object which cannot easily be reached. A longer base-line is needed, but the principle is exactly the same. Bradley wanted to apply the parallax method to measure the distance of the stars. Suppose that we draw a star A on the diagram, which is relatively near? In January, we will be seeing it in position A1, compared with other more distant stars; six months later the Earth will have moved round to the other side of its orbit, 186 million miles away from its January position, and our star will appear in position A2. Measuring the angle of shift, and knowing the size of the Earth's orbit, will allow us to work out the distance of the star A. THE PARALLAX METHOD OF MEASURING THE DISTANCE OF A STAR The parallax shifts are extremely small even for the closest stars, and it is not usually worth while measuring them. This method of trigonometrical parallax is practicable only for stars in the neighborhood of the Sun, since at greater distances of, say, a million miles or more these shifts become so small that they are swamped by measurable errors in observation 100 how far are the stars? A star-clouds in the Milky Way. This photograph shows some of the richest regions of the Milky Way. Each dot of light is a sun, perhaps far larger and more luminous than our own Sun. The distances of objects in this photograph can be found by the method of trigonometrical parallax cannot be used, and less direct (though probably no less reliable) means are employed. STAR-CLOUDS IN THE MILKY WAY. This photograph shows some of the richest regions of the Milky Way. Each dot of light is a sun, perhaps far larger and more luminous than our own Sun. The distances of objects in this photograph can be found by the method of trigonometrical parallax cannot be used, and less direct (though probably no less reliable) means are employed. Using a special instrument owned by James Molyneux and erected in Kew, Bradley set out to measure the position of the star Gamma Draconis, in the region of the Great and Little Bears. He selected this particular star because it passes directly overhead at the latitude of Greenwich, and was thus convenient for observation with the special instrument he had constructed. No parallax was not detected, but Bradley's research led to his discovery of the aberration of light. POSITION OF GAMMA DRACONIS. This was a star studied by Bradley in an attempt to determine its parallax. Gamma Draconis was selected because it passes directly overhead at the latitude of Greenwich, and was thus convenient for observation with the special instrument he had constructed. No parallax was not detected, but Bradley's research led to his discovery of the aberration of light. Y Draconis DRACO URSA MINOR URSA MAJOR Mizar Polaris ment; if one member of the pair were much closer than the other, then its parallax shift, relative to the more distant component, would be comparatively easy to measure. Nothing of the kind was found. Instead Herschel discovered that in some cases, at least, the components appeared to be in relative motion round their common centre of gravity. John Michell, an English amateur who was born in Nottingham in 1725 and died in 1793, had suggested that many double stars might be genuinely associated, so forming true pairs or binaries. Herschel's measurements showed that Michell had been right, but the star-stabilizing mechanism which of a probable even nature. After Herschel's death in 1822 the matter was taken up by three astronomers—Friedrich Bessel, formerly Schröter's assistant and by now Director of the Königsberg Observatory in Germany; F. G. W. Struve, using the famous Fraunhofer refractor at Dorpat; and Thomas Henderson, at the Cape of Good Hope. They worked quite independently of each other, and selected different stars. Bessel decided upon a 5th-magnitude star in Cygnus (the Swan), numbered 61 in Flamsteed's catalogue and therefore known as 61 Cygni. It is a binary, with the two components far enough apart to be separated with a small telescope, but Bessel was interested in it mainly because of its exceptionally large proper motion. Relative to the other stars, it moves over a sector of arc every year equal to that of the Moon's daily shift by an amount equal to the apparent diameter of the Moon; even so, it is unusually fast-moving, and Bessel decided (rightly) that it must be one of our nearest stellar neighbors. He began work in 1837, and only a year later he was able to announce that both components of 61 Cygni showed a parallax of 0-3 seconds of arc, giving a distance which amounted to roughly 100 million miles. He measured this distance again and the values which he gave are almost the same as those accepted today. Yet the parallax shift of 0-3 seconds per arc is much less than the apparent diameter of a coat-button seen from a distance of ten miles. Faced with distances of this kind, the mile becomes inconveniently short as a unit of length; it is rather like giving the length of a journey between London and New York in centimeters. The most convenient such unit is to hand. Light moves at 186,000 miles per second, and in one year it will therefore cover 5,880,000,000,000 or nearly 6 million million miles. This is the astronomical light-year. Bessel measured the distance of 61 Cygni at just under 11 light-years, which is very close to the modern value. Strictly speaking, Bessel's measures were made after those of Henderson, who had been studying the bright southern star Alpha Centauri. Henderson, born in Dundee in 1768, was appointed H.M. Astronomer at the Cape in 1832, and his work on parallax had been carried out during his thirteen months' stay there. He had had to resign and return home because of ill-health, and he did not finish the calculations until after Bessel's announcement. Alpha Centauri proved to be closer than 61 Cygni, since it lay only 44 light-years off. **POSITION OF CYGNUS.** The star numbered 61 in Cygnus by Flamsteed was the first object outside the Solar System to have its distance measured; the work was carried out by Friedrich Bessel (1784-1846). The object is of the 5th magnitude, and is therefore visible to the naked eye, but it is far from conspicuous. It is relatively wide binary, and has an eccentric orbit about its common centre of proper motion, which was why Bessel concentrated his attention on it. **CENTAUROSUS** Cluster **Jewel Box CRUX** **POSITION OF ALPHA CENTAURI.** The bright southern star Alpha Centauri was discovered by John Flamsteed at the Cape of Good Hope. Measurable shifts were found, and Henderson was able to give a reliable figure for the star's distance, which came out at about 44 light-years. Alpha Centauri is thus the nearest of the brilliant stars. It is a splendid binary, and a familiar member of its system. Proxima, its nearest known star to the Sun. 161 182 **how far are the stars?** H.Douglas POSITION OF VEGA. O. Struve made efforts to measure the distance of Vega at about the same time as Bessel and Henderson were carrying out their work. His result was less accurate, mainly because Vega is relatively remote. It is the fifth brightest star in the sky, and is easy to find, both because of its brilliant bluish color; the Great Bear may be used as a direction-finder to it. Vega is the chief star of the small constellation of Lyra, the Lyre. It is fifty times as luminous as the Sun. Struve had had the hardest task, since his selected object was the lovely bluish star Vega, in Lyra (the Lyre), which may be seen almost overhead in London or New York during summer evenings. Vega is 26 light-years away, so that the parallax is small, and it is not surprising that Struve's results were less accurate. Alpha Centauri is a glorious binary. Associated with it is a third, much fainter star, known as Proxima because it has proved to be the closest known --43-- light-years away. Altogether nineteen stars are known to lie within a dozen light-years of us, including Sirius (8-6 light-years) and Procyon (11 light-years). To show how vast these distances are, it will be helpful to describe them in astronomical units. One astronomical unit is the distance from the Sun is known as the astronomical unit and there are 63,310 astronomical units in a light-year. It so happens that there are 63,360 inches in a mile, so that the ratio is very much the same. Let us take a scale in which the Earth-Sun distance is given as one inch. On this scale, Proxima Centauri will be over 4 miles away: Sirius 87 miles, 61 Cygni around 11 miles, Vega 26 miles and so on. The Planet Mercury, nearest planet in the Sun's family, will be only about 3 feet away! The Solar System is indeed a small place on the astronomer's scale. Nowadays the distances of many stars have been measured, and the results are staggering. Capella in Auriga (the Charioteer), which appears almost as bright as Vega, is 47 light-years away; Antares in Scorpio (the Scorpion) 360 light-years; Rigel in Orion at least 800 light-years. It is interesting to find, then, that as seen from Earth Rigel appears almost of the same brightness as Vega and Capella. Since it is much more remote, it must be much more luminous. We now know that it shines with at least 18,000 times the candle-power of the Sun, and some authorities believe it to be even more powerful than this. Unfortunately the parallax method can be used for only the relatively near stars. By 150 light-years, the shifts have become so small that they are hard to measure properly, and by 600 light-years they are swamped by unavoidable errors in observation, so that the whole system breaks down. For more remote objects, astronomers have to turn to less direct methods, which means using instruments based on the principle of the spectroscope. Here we can begin another story--that of the analysis of starlight--and as so often before we owe much to a great man--the work of Isaac Newton during the years when he was at Woolsthorpe, far from Plague-stricken London. But it is easy to see that yet another astronomical landmark was passed in 1838, when the patient work of Bessel, Henderson and Struve first proved the vastness of the universe. THE SCORPION. The leading star of Scorpio, the Scorpion, is Antares, known as "the red star" because it has a reddish color. Antares is a typical Red Giant star, of relatively low surface temperature but immense size; it lies about 500 light-years away, and it is accompanied by a faint companion which is decidedly greenish. Scorpio is a brilliant constellation, but is never seen from northern Europe or from the northern United States because of its southern position: from London and New York, the 'tail' never rises at all. THE CONSTELLATION OF ORION. The chief point of interest in this photograph lies in the relative obscurity of Betelgeux (the upper left-hand star). In fact Betelgeux is a striking object, and is comparable with Rigel; it is far superior to the three stars in the Belt. Photographically, it is very interesting because it becomes red; and so its light has a lesser effect upon the photographic plate. A black and white photograph showing several bright spots scattered across a dark background. The spots vary in size and brightness, with some appearing larger and more prominent than others. The overall composition suggests a celestial body, possibly a planet or moon, with its moons or other celestial bodies visible in the distance. A black and white photograph showing two images of a volcanic eruption. The top image shows a large plume of ash and smoke rising from the volcano, with the dark shadow of the volcano's crater below. The bottom image shows a closer view of the same eruption, with more detail visible in the plume and the surrounding landscape. 22 # exploring the spectrum A black and white photograph of a sunspot group, with two prominent dark spots on a lighter background. **SUNSPOT GROUP**, photographed on March 31, 1960 by W. M. Baxter, using a 4-inch refractor. In 1666 Isaac Newton, then a young and unknown Cambridge student, used a prism to produce a rainbow spectrum from a beam of sunlight. This was the first indication that what we call 'white' light is really a mixture of colors, and it proved to be one of the most important discoveries in astronomical history. In 1802 William Hyde Wollaston, another Englishman, noticed seven dark lines in the solar spectrum. Wollaston, a native of East Dereham in Norfolk, had taken a medical degree at Cambridge, and had become known as a man with a wide knowledge of all branches of science. Yet on this occasion he missed a great opportunity. He thought that the dark spectral lines merely indicated the boundaries between various colors, and paid no more attention to them. Fraunhofer, the penniless orphan who rose to become the most skilful instrument-maker of his day, saw the dark spectral lines once more about 1814. Unlike Wollaston, he inquired further, and found that the lines never seemed to change; whenever he examined the Sun's spectrum, the familiar dark markings appeared always in exactly the same positions. Fraunhofer measured the distances of each 500 of them, and even today they are known as 'Fraunhofer Lines'. How did he do it? The lines showed some particularly interesting features. For instance, the solar spectrum revealed a prominent dark double line in the yellow section. Luminous sodium vapor, however, showed a bright double yellow line, and Fraunhofer wondered whether there might be some connection. Given enough time he might well have worked up to the solution, and it is tragic that he died while still a young man. The mysterious dark lines were accounted for in 1859 by Gustav Robert Kirchhoff, who had been born at Königsberg in 1824, had been educated at Berlin and Marburg, and had been appointed Professor of Physics at Heidelberg University. To show Kirchhoff's reasoning, it will be necessary for us to say something about the way in which matter is built up. Atoms are made up of particles which combine into groups or molecules. Atoms are far too tiny to be seen individually by ordinary means, and they are of different types. First let us consider the simplest of all, the atom of hydrogen. Hydrogen is the lightest substance known, and is also the most plentiful substance in the universe. Its atom may be said to be made up of a central particle or nucleus around which revolves stationary electrons. The nucleus itself consists of protons, which carry a unit positive charge of electricity. To balance this the circling or 'planetary' electron carries a unit negative charge; this cancels out the effect of the proton, and so the complete atom is electrically neutral. The next lightest substance is another gas, helium. This time the nucleus is rather more complex, and carries two positive A black and white photograph showing solar prominences near the Sun's limb. **SOLAR PROMINENCES**: (Upper) Prominence 132,000 miles high, photographed in calcium light on August 18, 1947. (Lower) Prominence 80,000 miles high, photographed in calcium light on August 21, 1959. Photographs by Mount Wilson and Palomar Observatories. 166 exploring the spectrum A black and white circular diagram with a white line running through the center. charges. There are however two planetary electrons, and once again the complete atom is electrically neutral. Lithium has three planetary electrons; consequently there are three charges in the nucleus—and so on. Each substance, or element, has its extra electron. Oxygen, for instance, has eight. As the number of electrons goes up, the atom becomes more and more complex, until finally we come to uranium, with ninety-two electrons. All the matter known to us is made up of these ninety-two fundamental elements, and we may be certain that no more remain to be discovered. It is impossible to have half an electron, and so there is no room in the sequence for any new elements. It is true that artificial elements have been made, with more than ninety-two electrons, but these are unstable and probably do not occur in nature. It may seem surprising that there are so few elements, but of course they combine in many different ways. Water, for instance, is made up of hydrogen and oxygen. Two atoms of hydrogen combine with one of oxygen to make up a water molecule, giving the chemical formula H₂O. Salt is composed of one sodium atom together with four chlorine atoms. This is a case of analogy here by writing; all the thousands upon thousands of words in the English language are composed of only twenty-six fundamental letters of the alphabet, from A to Z. Kirchoff announced three Laws which still bear his name. These laws form the basis of all spectroscopy, astronomical or otherwise, and give a complete explanation of the Fraunhofer lines. The first law is easy enough. It states that incandescent solids, or incandescent gases under high pressure, produce a rainbow band or continuous spectrum. There is a full range, from red at the long-wave end of the band down to violet at the short-wave end. The second law states that a luminous gas or vapor under low pressure will produce not a rainbow band, but merely a number of isolated bright lines. The third law is this: each element will produce its own distinctive set of lines. The double yellow line of sodium, seen by Fraunhofer, cannot possibly be produced by any element except sodium; lines due to hydrogen cannot be due to anything except hydrogen, and so on. Each element has its own particular trade-marks, which cannot be duplicated. Often the spectrum is very complex, and iron alone produces hundreds of lines; but careful measurement will usually enable the research worker to disentangle one line from another. The crux of the whole dark-line problem is Kirchhoff's third law. The best way to explain it is to describe a simple experiment. If you burn salt in a flame, you will produce an emission spectrum, including the double yellow line. This line is due to sodium; salt, as we know, contains sodium chloride or sodium chloride. If you look at the spectrum of an electric light bulb, you will see something similar since the filament of the bulb is an incandescent solid—which, following Law 1, must give a continuous spectrum. Now take the bulb and put it behind the flame, so that you are examining the flame against the background produced by the bulb. Instead of a THREE STAGES OF THE SOLAR ECLIPSE OF FEBRUARY 15, 1901. These photographs were taken from an R.A.F. Shackleton aircraft flying at 10,500 feet over England. The first two pictures were taken before totality, and the third one after totality. Conditions were not good, and some high-altitude cloud shows up on the photographs. A black and white photograph showing three stages of a solar eclipse. exploring the spectrum 167 rainbow crossed by bright lines, what you will see takes the form of a rainbow crossed by dark lines. The atoms in the sodium vapor are removing part of the corresponding portion of the continuous spectrum, thus producing the dark lines. As soon as the background bulb is removed, the absorption lines due to the sodium vapor flash out and become brilliant once more. Yet their positions in the spectrum are unchanged. In the Sun, the luminous surface or photosphere takes the place of the bulb; since it is incandescent high-pressure gas, it produces a rainbow. In front we have the luminous gas above the Sun, known as the chromosphere. By itself, the chromosphere would yield no spectrum at all; but when viewed through it, these lines are reversed, and appear dark. They are in fact those seen by Fraunhofer. Among them is the celebrated yellow double. Since this must be due to sodium, we can prove that there is sodium in the Sun. By now, some seventy of the ninety-two elements have been identified in the solar spectrum. One of them was found in the Sun before it was known on Earth. In 1869, an English astronomer named Norman (afterwards Sir Norman) Lockyer found a Fraunhofer line in the orange-yellow region which he could not identify. He suggested that it might be due to an unknown element, and proposed to name it helium, after the Greek word for 'sun'. A quarter of a century later, another Briton, W. R. Ramsay, discovered helium on Earth. Lockyer's discovery was an important discovery, since in the previous year he had been one of the first men to observe solar prominences without waiting for an eclipse. Actual priority must go to a French astronomer, Pierre Jules Janssen, but the methods of the two astronomers were much the same. In 1868 there was a total solar eclipse. As soon as the Moon hid the Sun completely, there was the usual appearance of life prominences, which looked like 'red flames' rising from the Sun's photosphere. These prominences had been seen at many previous PART OF THE SOLAR SPECTRUM, showing Fraunhofer lines. This photograph was taken at Palomar. Many lines are visible here and the complexity of the spectrum is very evident. High dispersion or 'spreading-out' is possible, since in the case of the Sun there is plenty of light available. TOTAL ECLIPSE OF THE SUN, JUNE 30, 1954, photographed from Sweden by Professor Åke Wallenquist. This eclipse was just total from the northermost Scottish islands, but was seen over most of Britain as a large partial. The line of totality extended across Norway and Sweden 168 exploring the spectrum A black circle with a white dot in the center. THE SOLAR CORONA, photographed by the English Astronomer J. Jackson, from Giggdenwick, at the total eclipse of June 29, 1907. THE SOLAR FLARE OF AUGUST 8, 1937, as photographed at Mount Wilton. (Lef) Ordinary photograph of sunspot group. (Middle) Photograph showing hydrogen line H-alpha, showing the flare. (Right) Five minutes later, again in H-alpha light, when the flare was at its maximum. Flares are very rare phenomena, but very few are visible in ordinary light total eclipses, but at all other times they are hidden by the general glare. By using spectroscopes to isolate the light due to the prominences, Janssen and Lockyer made it possible to study them under ordinary conditions. Years later, in 1891, George Ellery Hale, a skilled of the great reflectors, designed the spectrohelio- graph, an instrument for photographing the Sun in the light of one element only. Its principle is similar to that of the pioneer work of Janssen and Lockyer. Prominences are of two main types. Quiescent prominences may persist for many days, and sometimes measure hundreds of thousands of miles along their base, rising to as much as 30,000 miles above the photosphere. Eruptive prominences may move at speeds in the region of 250 miles per second, and have been seen at heights of 100,000 miles above the surface. They move so quickly, indeed, that moving pictures have been taken of them by French and American astronomers. We now know a great deal about the way in which prominences behave, since there is no difficulty in keeping them under observation. So long as they could be seen only during eclipses, however, knowledge was bound to be limited. A total solar eclipse is a comparatively rare event, and no eclipse can last for more than a few minutes. Beyond the chromosphere, where the Fraunhofer lines are produced, comes the glorious pearly corona. The great French astronomer Bernard Lyot, who was born in 1897 and died suddenly and tragically in 1952 when on an eclipse expedition to Africa, devised a special instrument for studying the corona with which he succeeded in the Moon to hide the Sun, but though the innermost regions have been seen by such methods, we have to admit that our best opportunities are still confined to the fleeting moments of a total eclipse. exploring the spectrum 169 Telescopes can show sunspots and give us a good view of the solar surface, but by themselves they can tell us very little about the way in which the Sun is made up. Combined with spectroscopy, however, they can give us a picture of what the Sun is really like. It is necessary to examine the spectrum in as much detail as possible; and since there is plenty of light available, special 'tower telescopes' have been built, notably at Mount Wilson and at the Italian Observatory of Arcetri, near Florence. With these instruments, the sunlight is concentrated by an upper mirror, and a spectrum produced in a convenient observing position. It would take many pages to give anything like a proper description of the methods used in the spectroscope. For instance, the splitting-up of the light is often done not by a prism, but by a very finely-ruled grating. This was yet another development due to Fraunhofer, but such gratings are not easy to make, since they have to be ruled to many hundreds of lines per inch. Meanwhile let us turn back to stars, where the problems are much the same but the methods of study have to be altered somewhat. The Sun, as we know, is an ordinary star. If it produces an absorption spectrum with a continuous background crossed by Fraunhofer lines, other stars may be expected to give similar effects. One of the pioneers in this field was Sir William Huggins, who was born in London in 1844, and established his own observatory in Tulse Hill. Helped by his wife, who was also a skilful astronomer, he examined the spectra of many stars and in 1863 he identified various elements in Betelgeux and Aldebaran. Unfortunately matters are made more difficult by the fact that the stars are relatively faint. There is no question of using tower-type instruments to give spectra of high dispersion; there simply is not enough light. Huggins made another step forward in 1869 when he first photographed the spectrum of a star, but even so he was faced with serious problems. In those days photography was still rather primitive. At about the same time, Angelo Secchi in Italy was carrying out work in connection with stellar spectra. While Huggins concentrated on a few stars, and studied them in as much detail as he could, Secchi did his best to examine large numbers of stars and fit them into different spectral types. He found that some stars are much hotter than others; some are hotter, others cooler. This is shown at once by the obvious differences in color. To the casual observer all stars may seem white, but this is far from being the case. Compare the two leaders of Orion, for instance; Betelgeux is clearly reddish; while Rigel, in the Hunter's foot, is white or even slightly bluish. Capella in Auriga is yellow, while Arcturus in Boötes is orange-yellow. White stars are less than red heat, and therefore white or blue-white stars such as Rigel must have surface temperatures higher than those of the yellowish Capella or the orange Arcturus, while Betelgeux will be cooler still. Temperatures are bound to have great effects upon the type of spectrum produced. Secchi divided the stars into four spectral classes. Type I was made up of white stars, II of yellow or orange, and III and IV of THE TOTAL ECLIPSE OF THE SUN, JUNE 30, 1954, as seen from Lycksele in Sweden. Conditions were fairly good, though there was a certain amount of very thin cloud. This was one of our most favourable Eum- phases during recent years. The eclipse with the eclipse of 1965. The track of totality extended across Norway and Sweden, into Finland and Finlandia. The tracks in Scandi- navia were in general hand-sapped by cloud, and from some sites no results were obtainable. It will be many years before such eclipses will be seen from Scandinavia. SOLAR PROMINENCE. The whole edge of the Sun, photographed at Mount Wilson on December 9, 1909, in cadmium light (A line) A black and white photograph of a tall, cylindrical tower with a dome at the top, surrounded by trees. exploring the spectrum 171 ORION AND HIS RETINUE. Various types of stars are shown. Betelgeux is a Red star of type M; Aldobran, also red, is of type K; Capella, type G, similar to the Sun; Procyon, slightly yellow, type F; Sirius, white, type A; Rigel, blue, type B. The remaining bright stars in Orion are also of type B. The two twins are of different spectral type. Pollux is an orange star of type G; Castor, a yellow star of type A. Some of the star-colors are noticeable with the naked eye, but are much better seen with optical aid, a pair of binoculars will bring them out excellently. THE TWINS A diagram showing the positions of the stars in the constellation Orion. The main stars are labeled: Orion (Orion), Belt (Belt), Rigel (Rigel), Sirius (Sirius), Aldebaran (Aldebaran), Pollux (Pollux), Castor (Castor), Procyon (Procyon). The constellation is divided into three parts: Orion, the Belt, and the Twins. The Twins are represented by two stars connected by a line, with Castor and Pollux at each end. The Belt is represented by a line connecting Rigel and Sirius. The constellation is drawn in a way that makes it easy to see the relative positions of the stars. PLEIADES [Seven Sisters] A diagram showing the positions of the stars in the constellation Pleiades. The main stars are labeled: Aldebaran (Aldebaran), Pollux (Pollux), Castor (Castor), Procyon (Procyon), Orion (Orion), Belt (Belt), Rigel (Rigel), Sirius (Sirius). The constellation is divided into three parts: Orion, the Belt, and the Twins. The Twins are represented by two stars connected by a line, with Castor and Pollux at each end. The Belt is represented by a line connecting Rigel and Sirius. The constellation is drawn in a way that makes it easy to see the relative positions of the stars. THE 150-FOOT TOWER TELESCOPE AT MOUNT WILSON, viewed from the west side. This telescope is especially for solar work. Tower telescopes are, in fact, used exclusively for studying the Sun, and are able to give results which cannot be obtained with a dias. A similar instrument has been set up at Arcetri, in Italy—an observatory which has a great reputation in this field of research—and there are others in America and in Russia. red. In 1890 E. C. Pickering at Harvard, drew up a more detailed classification in which he started off by dividing the stars into groups and lettering them A, B, C, D and so on, beginning with white stars and working through yellow, orange and orange-red to red. As so often happens when we begin our work, and the terms are thrown together jumbled from the alphabetical point of view. However, Pickering's scheme is still used. The 'spectral alphabet' is: W, O, B, A, F, G, K, M, R, N, S. Each type is again divided up into sub-classes, numbered from zero to 9. This gives a smooth sequence. To take part of the order at random, let us consider class A, so that we have A1, A2, A3 etc., Type A1 is little different from B9, while A9 is almost the same as A1. The spectrum of a star is not easy to study properly even with the help of photography, and to work out a reliable system took many years. Stars placed in class W are unusual because their spectra contain bright emission lines; they are known as Wolf-Rayet stars in honor of two astronomers who drew attention to them. Stars of types R, N and S are deep orange-red, and have relatively low surface temperatures of around 3,000 degrees; 172 exploring the spectrum all of them are very remote, and so appear faint in our skies. The best way to summarize the remaining classes, which make up the vast majority of the stars, is by a table:
TYPE COLOR SURFACE TEMP. TYPICAL STAR(S)
O White 35,000
25,000
Both bright and dark lines.
Helium lines prominent.
Zeta Argus (O5)
Alkaid in the Great Bear (B3)
B Blaish
A White 11,000 Hydrogen lines prominent.
Calcium lines prominent.
Some lines due to metals.
Sirius (A1)
Procyon (F5)
Capella (G0); Sun (G2)
F Yellowish 7,500
6,000
G Yellow
K Orange 4,200 Stronger metallic lines. Arcturus (Ko)
M Orange- red 3,000 Complex spectra, with bands due to molecules. Betelgeux (Mz)
This may seem straightforward enough, but in fact it is nothing of the kind. There are so many factors to be taken into account. For instance, stars of type B, such as Alkaid, the end star in the Great Bear's tail--show no prominent helium lines at all; this does not necessarily mean that they are very rich in helium; it may simply be that conditions are suitable for helium to show itself conspicuously. Then there are various stars which refuse to fit into any particular class, and have to be noted as 'peculiar'. Yet it is possible to obtain a tremendous amount of information. For instance, studying a star's spectrum may often give a reliable clue as to its chemical composition. By means of this, we can compare its apparent brightness with its true luminosity, and so work out its distance from us. Methods of this kind have to be used for all except our relatively near stellar neighbors, since parallax measures of the kind used by Bessel, Henderson and Struve are useless beyond a range of a few hundreds of light-years. As recently as 1825 a French writer named Auguste Comte made the definite statement that mankind could never find out anything about the chemistry of the stars. Within half a century he had been proved wrong, but stellar spectroscopy led to all manner of other discoveries as well. In particular, Huggins, and independently the German astronomer Hermann Vogel, discovered that stars observed at Bothkamp, made pioneer measures of radial velocities using spectroscopic methods. We know that the stars show slight but definite proper motions, so that over the centuries the constellation patterns will alter. Halley had been the first to detect these, when he found that three bright stars had moved appreciably since the days of Hipparchus. But what about the 'towards and away' movements? These would not reveal themselves as proper motions. A man walking straight towards his friend will appear larger than his background, but will simply appear larger and larger as he draws nearer. Similarly, a shining star will become steadily brighter, but the increase in brilliancy will not be enough to be measured except over a period of thousands of years. Huggins and Vogel made use of a principle which A diagram showing different types of stellar spectra. TYPICAL STELLAR SPECTRA. Types B to M. The spectra shown are of Alkaid (Epsilon Orionis), the middle star of Orion's Belt; Sirius (Alpha Canis Majoris), Canopus (Alpha Argus, alternatively known as Alpha Bootes); Altair (Alpha Aquilae); Arcturus (Alpha Bootes) and Betelgeux (Alpha Orionis). exploring the spectrum 173 had been laid down in 1842 by the Austrian physicist Christian Doppler and is still known as the Doppler Effect. If you listen to a train which is approaching you, and sounding its whistle, the note will be high-pitched. More sound-waves are entering your ear per second than would be the case were the train moving away from you. After a certain distance has passed by, and has begun to recede, fewer sound-waves per second reach your ear, and the note drops. Light may be regarded as a wave-motion, and the effect here is to shift the spectral lines—to the violet or short-wave end if the source of light is approaching, to the red or long-wave end if it is receding. Suppose we have a star which is coming towards us? More light-waves will reach our eye than would be the case for a star at rest, and all the spectral lines will be moved slightly towards the violet end of the rainbow. Similarly, a receding star will show a red shift. The amount of the displacement gives a key to the velocity. In this way the radial velocities of many stars have been measured. Sirius is approaching us at five miles per second, Vega at eight, Altair at sixteen; Capella is receding at eighteen miles per second; Procyon at twenty-five; Aldebaran at forty-four; and so on. By combining these radial velocities with the measured proper motions, as shown in the diagram, we can decide how the star is really moving through space with respect to the Sun. Spectroscopy is also used for studies of the planets. It was by such methods that astronomers detected carbon dioxide in the atmosphere of Venus, and hydrogen compounds round the giant planet Jupiter. Even more, James Clerk Maxwell's work in exploring the stars that spectroscopy becomes our main research tool, and stellar astronomy has now turned into true astrophysics. It is more than a hundred years since Kirchhoff laid down his three laws which opened the gateway to our knowledge, but the story began far earlier than that. It began, indeed, on the day when Isaac Newton passed sunlight through a glass prism and produced a colored rainbow. **STELLAR SPECTRA.** When it is desired to study the spectra of many stars, as is necessary for many astrophysical investigations, it obviously saves a great deal of time to be able to take photographs instead of making a single exposure. On this photograph, taken by H. B. Ridley, each star is drawn out into a spectrum. The results of this method are extensively used in modern work but have not yielded very satisfactory results, though naturally they have their limitations.
Violet Red
Receding Body showing red shift Comparison spectrum
Approaching Body showing blue shift
**THE DOPPLER EFFECT.** In the upper diagram the light-source is assumed to be receding, and the spectral lines are shifted toward the red. The centre strip is for a comparison; the top strip shows a red shift for comparison; the bottom strip, for an approaching source, shows a shift to the violet. This Doppler effect enables physicists to study it enables the radial motions of celestial bodies to be measured. It must, of course, be borne in mind that the red and violet shifts are not always in proportion to one another since there are many complications to be taken into account, but the results obtained are of a high degree of accuracy. The same diagram also enable the rotations of stars to be measured; at the star turns, the light coming from the approaching limb has a violet shift, while the light from the receding limb has a red shift. The result is that the line appears broadened, and the amount of the broadening gives a key as to the rate of rotation. A photograph showing various stars with their corresponding spectra. 23 giants and dwarfs of the sky BY THE EARLY YEARS of the twentieth century, astrophysics had become one of the most important branches of modern astronomy. The spectra of the stars had been studied, and radial velocities measured according to the Doppler principle. It was during this period that a very interesting discovery was made by a Danish astrophysicist, Ejnar Hertzsprung, who had been born near Copenhagen in 1873 and had tackled problems of celestial spectroscopy. Hertzsprung noticed that the red stars, many of which were classified as "dwarfs" in the old classification, fell into distinct groups. There were very luminous red stars far brighter than the Sun, and very dim red stars much feebler than the Sun, but there did not seem to be any of "middling" luminosity. Much the same results were obtained independently by Henry Norris Russell, Director of the Princeton Observatory in America. To Russell we owe the terms 'giant' and 'dwarf' applied to the stars. It became clear, too, that there was a giant and dwarf subdivision with the orange and the yellow stars, but not with the hotter white and blue stars of types B and A, most of which are extremely luminous. Arcturus, the lovely orange leader of Bootes the Herdsman, is of type K. Its brighter component of the 61 Cygni binary, famous as being the first star to have its distance measured by the parallax method, is also of type K. Yet here the resemblance ends. Arcturus is 26 million miles in diameter and 100 times as luminous as the Sun; 61 Cygni has a diameter of only 600,000 miles and only 6/100 of the Sun's luminosity. Arcturus is a true giant, while 61 Cygni is undoubtedly a dwarf on the cosmic scale. The mass ratio is only 16 to 1, so that the dwarf is the denser of the two. If we turn next to stars of type M, we have a splendid example of type K—Betelegeux in Orion, which is some 250 million miles across, larger than the Earth's orbit round the Sun. To show how vast Betelgeux is, it may be helpful to imagine a journey round it, moving at a steady 60 m.p.h. Anyone who had begun such a trip in the days of King Canute would still not have been once right round it! The time required for one "lap" would be well over a thousand years. Barnard's Star—named in honor of E. E. Barnard, who paid special attention to it—is one of our nearest stellar neighbors. Like Betelgeux it has an M-type spectrum, but its diameter is less than 150,000 miles. The difference in brilliancy is just as marked. Betelgeux shines with a luminosity equal to 1200 Suns; Barnard's Star shines with a luminosity equal to 12 Suns. What of the Sun itself? To some people it comes as a surprise to find that it is ranked as a Yellow Dwarf. True, it has a diameter of 865,000 miles; but Capella—a typical Yellow Giant—is more than 10 million miles across, and 150 times as luminous. However, it is among the white and bluish-white stars that we find the Betaelexus Betelegeux Arcturus Arcturus Sun Sun 61 Cygni A 61 Cygni A GIANT AND DWARF STARS, drawn to scale. Betelgeux has a diameter of 250,000,000 miles; Arcturus 26,000,000 miles; the Sun 865,000 miles; Barnard's Star 12 Suns; Capella 12 Suns. The supergiant Betelgeux and the red dwarf 61 Cygni A each have M-type spectra. Arcturus is of type K, and the Sun type G giants and dwarfs of the sky 175 THE HERTZSPRUNG-RUSSELL DIAGRAM. This shows the relationship between the luminosity and temperature of stars. The Supergiants are on the uppermost part of the graph, the giant branch to the right, and White Dwarfs to the left. The stars that belong to the Main Sequence, which is shown by the white band. For many years it was supposed that this graph showed that all stars descended the Main Sequence from type B to M, but it is now known that matter is much more complex than this. The explanation for this kind was due to the work of H. N. Russell, of the United States, and E. Hertzprung of Denmark. Hertzsprung and Russell worked away at the giant-and-dwarf problem, and the result was a diagram of the kind shown here. We can see that most stars about our Sun are as big as the Sun are to all intents and purposes absent. In type M we have either very large giants, or else feeble dwarfs. There are no half-measures. All this is bound up with the important problem of the source of a star's energy, and we must admit at once that things are not so simple as they might seem. It is untrue to say that the Sun and other stars are self-sustaining engines, but in any case there is an easy way of showing that they must draw their power from some other source. The first man to point this out was not an astronomer, but a Scottish physicist—William Thomson, afterwards Lord Kelvin, who lived from 1824 to 1907, and became perhaps the greatest British scientist of his time. Kelvin proved A diagram titled "SPECTRUM" showing various stars and their approximate surface temperatures. The x-axis represents Luminosity: SUN (log scale) ranging from 0-0001 to 10,000. The y-axis represents APPROXIMATE SURFACE TEMPERATURE in degrees centigrade ranging from 0°C to 3,000°C. Stars are plotted along these axes: - Rigel - Deneb - Antares - Betelgeux - Beta Pegasi - Aldebaran - Arcturus - Alcione - Capella - Cassiopeia - Eridani - T Ceti - Indi - 61 Cygni A - Krüger 60 - Proxima Wolf 359 - Sirius B - Van Maanen's Star real searchlights of the universe. Rigel, as we have seen, is at least 18,000 times as luminous as the Sun, and the most energetic stars known to us have something like a million Sun-power. Kelvin proved that heat could only be generated by chemical reactions involving atoms. He also showed that such reactions could only take place under certain conditions. These conditions are satisfied in stars because they contain hydrogen and helium gas. When these gases are heated to high temperatures they combine together to form heavier elements. This process is called fusion, and it is what makes stars shine. In summary, we can say that stars are made up of gas, and that this gas is heated by chemical reactions involving atoms. These reactions occur in stars because they contain hydrogen and helium gas. When these gases are heated to high temperatures they combine together to form heavier elements. This process is called fusion, and it is what makes stars shine.
SPECTRUM B A F G K M
10,000 Rigel Canopus
1,000 Argus Spica
100 Acrux Alkaid
50 Vega Sirius
1 Sirius B Altair
0.5 Procyon SUN μ Cassiopeiae E Eridani T Ceti E Indi 61 Cygni A Krüger 60 Proxima Wolf 359 Van Maanen's Star
0.01
0.001
LUMINOSITY: SUN 20,000 7,000 3,000Degrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees CentigradeDegrees Centigrade
SUN μ Cassiopeiae E Eridani T Ceti E Indi 61 Cygni A Krüger 60 Proxima Wolf 359 Van Maanen's Star SIRIUS B ALKAI DENEB CANOPUS ANTARES BETELGEUX BETA PEGASI ARCTURUS ALDEBARAN ALCIONE CAPELLA PROCYON ALTAIR PROCYON SIRIUS B ALKAI DENEB CANOPUS ANTARES BETELGEUX BETA PEGASI ARCTURUS ALDEBARAN ALCIONE CAPELLA PROCYON ALTAIR PROCYON SIRIUS B ALKAI DENEB CANOPUS ANTARES BETELGEUX BETA PEGASI ARCTURUS ALDEBARAN ALCIONE CAPELLA PROCYON ALTAIR PROCYON SIRIUS B ALKAI DENEB CANOPUS ANTARES BETELGEUX BETA PEGASI ARCTURUS ALDEBARAN ALCIONE CAPELLA PROCYON ALTAIR PROCYON SIRIUS B ALKAI DENEB CANOPUS ANTARES BETELGEUX BETA PEGASI ARCTURUS ALDEBARAN ALCIONE CAPELLA PROCYON ALTAIR PROCYON SIRIUS B ALKAI DENEB CANOPUS ANTARES BETELGEUX BETA PEGASI ARCTURUS ALDEBARAN ALCIONE CAPELLA PROCYON ALTAIR PROCYON SIRIUS B ALKAI DENEB CANOPUS ANTARES BETELGEUX BETA PEGASI ARCTURUS ALDEBARAN ALCIONE CAPELLA PROCYON ALTAIR PROCYON SIRIUS B ALKAI DENEB CANOPUS ANTARES BETELGEUX BETA PEGASI ARCTURUS ALDEBARAN 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_ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ 175 176 giants and dwarfs of the sky that if it were burning in the manner of a coal fire, the Sun would last only for a few thousands of years, whereas in fact the age of the Sun must be measured in thousands of millions of years. Geologists can tell us the age of our own Earth with fair certainty. It proves to be at least 3,000 million years, and the Sun is older still, so that the 'burning' theory is obviously wrong. (It is worth adding that ages are relative newcomers to the scene. If we discount the time which has represented the age of the Earth by eighty hours, the whole story of human civilization will have to be crammed into a single second.) A better idea was put forward by Sir Norman Lockyer in 1890. Lockyer, the pioneer spectroscopist who paid such attention to the prominences of the Sun, was deeply concerned with the life-story of the stars, and he believed that his observations sounded thrillingly straightforward. We know now that it was not correct, but nevertheless it provided a useful working basis. Lockyer began by supposing that a star condensed out of material scattered in space as dust and gas. We know of such material; the Orion Nebula, close to the three bright stars of the Hunter's Belt, is made up of it, and this part of Lockyer's scheme is still accepted today. Lockyer suggested that as the material drew together it would form a spherical mass, and its inner temperature would rise. Gravitational force would tend to make all the material condense towards a point in the centre of the mass, and so the temperature would increase steadily. At first the star would be a Red Giant of vast diameter, and relatively low surface temperature; as it shrank, it would become a Yellow Giant, and then a smaller but still bluish star called a Blue Giant. That would reach peak of its career. The gravitational shrinking could go on, until the temperature would drop also, and the star would become successively a Yellow Dwarf (such as the Sun) and finally a Red Dwarf. Eventually all its heat would leave it, and it would become a cold, dead globe. When Lockyer put forward this theory, the giant and dwarf division had not been recognized. The later work of Hertzprung and Russell seemed to provide splendid confirmation, but still there was something wrong. A star which radiated only because it was shrinking under the influence of gravity could not last for more than 50 million years, which was not enough. Russell tried to put matters right by introducing the idea of atomic energy. He knew of course that an atom contains protons, each of which carry a unit positive charge by electricity, and electrons, each of which carry a unit negative charge. If a proton and an electron met, he suggested, they would 'cancel each other out', and both would vanish, with the emission of energy. Could it be that a star shone because it was annihilating its material? Russell's theory was published in 1913, and seemed to be satisfactory. A star would begin as a Red Giant, as Lockyer had supposed, and would turn into a hot white star, after which it would cool down to become a Yellow Dwarf. If it remained up as a Red Dwarf. Unfortunately there were difficulties of another sort. So much energy would be available that a star could last for at least 10 million million years, and this was as obviously THE TRIFID NEBULA IN SAGIT- TARIUM: photograph taken on '1929' with the 100-inch Hooker reflector at Mount Wilson; exposure 23 hours. A nebula of this sort is a mass of dust and gas, and is entirely different from any galaxy known to science. Spiral, since it is a member of our own Galaxy. The old name for external galaxies, 'spiral nebulae', is now obsolete. It was in any case somewhat misleading, since by no means all the galaxies are spiral in form. A photograph showing a nebula with several bright spots. giants and dwarfs of the sky 177 too long as Lockyer's 50 million years had been too short. To make things worse, further studies of the atom showed that a proton and an electron could not annihilate each other as Russell had supposed. Astronomers such as Sir Arthur Eddington, who had been born at Kewal, in Westmorland, in 1882 and who was responsible for great advances in our knowledge of a star's interior, puzzled over the whole problem of stellar evolution; yet almost up to the outbreak of the Second World War, the chief mystery—the source of stellar energy—remained unsolved. The vital clue was discovered in 1938 by two astrophysicists working quite independently of each other, Hans Bethe in America and Hans Albrecht Bethe in Germany. Apparently Bethe had been attending a conference in Washington, and was returning by train to Cornell University when he started wondering whether he could calculate any 'nuclear reactions' which would explain the reason why the Sun shone. Before he got out of the train, he had broken the back of the whole problem. Hydrogen is much the most plentiful substance in the whole universe, and it is also the lightest element in it. Near the Sun's centre, where the temperature is around 20,000,000 degrees and the pressure is colossal, strange things happen to the hydrogen nuclei. They band together to form nuclei of the second lightest element, helium. It takes four hydrogen nuclei to make one nucleus of helium, and the process is a complicated one, but the net result may be summed up quite simply: hydrogen is changed into helium by a nuclear reaction. This is the process. It is that which is responsible for the Sun's radiation. If it were possible to balance four hydrogen nuclei against the single helium nucleus formed from them, we would find that the helium is slightly the less massive. Therefore, mass has been lost in the energy production process. It appears that the Sun is losing mass by 4,000,000 tons every second. The figure seems **PROFESSORSIRARTHUREDDINGTON.** One of the greatest of British astrophysicists, Sir Arthur Eddington was responsible for many important advances. He was moreover a distinguished writer on astronomy, and wrote a number of popular books on astronomy and allied subjects. Modern theories of stellar evolution was much in his pioneer work in the earlier part of the present century. **STELLAR EVOLUTION ACCORDING TO LOCKYER. In its final development, Lockyer's theory gave what appeared to be a very plausible explanation of stellar evolution. A star begins life as a Red Giant such as Betelgeuse, pass down the giant branch until becoming a very luminous star of type B (Rigel), then passing through a Blue Star stage before becoming a Red Dwarf (Proxima) and finally, a cold dark globe. It is now known that the whole theory is incorrect, and modern theories have straightened it out. Nevertheless, Lockyer's theory provided a useful working basis** Surface Temp C (White) B (Yellow) A (Orange-red) F G K M 3000 6000 Very Hot Star Old Star Young Star Spectrum
Surface Temp Spectrum
C (White) (Yellow)
B (White) (Yellow)
A (White) (Orange-red)
F G K M
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Very Hot Star
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178 giants and dwarfs of the sky unbelievable, but we may be sure that it is not very wide of the mark. Hydrogen is the essential 'fuel', at least for stars such as the Sun, and of course the hydrogen supplies will not last for ever. Moreover, the very luminous stars are losing mass at an even more staggering rate. It has been estimated that Rigel in Orion does so at the rate of 0.0000000000000000000000000000001 gram per second, and it cannot go on radiating so energetically for more than a few thousand years yet. In view of this new work, it is still possible to look at the Hertzsprung-Russell Diagram and to decide whether we can still retain the attractive Red Giant to Red Dwarf sequence. Rather reluctantly, astronomers have decided that we cannot. There is no choice but to start afresh. A whole class of beautiful nebulae such as the Sword of Orion. Local condensations appear, and the newly-born star contracts under gravitational force. As soon as the central temperature is high enough, nuclear reactions begin, and by the time the star has reached the Main Sequence we find that it is drawing its energy from the conversion of hydrogen into helium. The main difference between modern and older theories is that a star like our Sun is becoming more luminous as it uses up its hydrogen fuel. We do not know how long this will continue, but it now seems certain that the energy output is becoming greater instead of smaller, so that the final fate of life on Earth will be destruction by heat instead of by cold. Once a Main Sequence star has almost exhausted its hydrogen it is left with a central core of helium, which cannot be used for energy production. According to one theory this core will then 'quench' itself, and become invisible to us, and the star will rearrange itself drastically. The outer layers will swell, and cool as they do so, until we are left with a star consisting of a small, very hot core surrounded by a huge rarefied 'atmosphere'. In other words, the star will become a Red Giant. Not all authorities agree with this picture. A Red Giant may be in a different pattern, and its source of energy is not yet properly understood. But whatever happens, it is certainly involved. But we can see that on modern theories a Red Giant is not a young star at all; it has reached a late stage in its career, and there is a strong possibility that our own Sun will become a Red Giant in something like 10,000 million years from now. The giant stage cannot last for ever, and once the star has used up all its hydrogen it must die. We do not know what happens. It may be that there is a tremendous explosion producing a supernova similar to the star seen by Tycho Brahe in 1572; it may be that supernovae are the exception and not the rule. At any rate, some astronomers believe that a Red Giant changes rather suddenly, on the astronomical scale, into a very different object--a White Dwarf. This brings us on to the remarkable story of Sirius B. Sirius itself is the most brilliant star in our skies. It is by no means particularly luminous; admittedly it is 66 times as powerful as the Sun, but this does not seem much when we remember that we know of stars which have a million Sun-power. Sirius is conspicuous mainly because it is only 84 light-years away. Of THE HORSE'S-HEAD NEBULA IN ORION, near the bright star Zeta Orionis. This nebula, known officially as LC. 434 or Barnard 33, is made up of dark material, and is 14 light-years across. It contains the 'Horse'-Head'. The photograph was taken in red light with the 200-inch Hale reflector at Palomar giants and dwarfs of the sky 179 the 1st-magnitude stars, only Alpha Centauri, at 4$\frac{1}{2}$ light-years is nearer. This closeness means that Sirius has an exceptionally rapid proper motion. In 1834, Friedrich Bessel realized that its behavior was peculiar. Its motion relative to its neighbor seemed to be erratic, instead of moving uniformly, it was 'waving' its way along, as shown in the diagram. Each 'wave' was very tiny, and took about fifty years to complete, but there seemed to be no doubt about it. Bessel decided that there was only one explanation. Sirius must have a faint companion which was pulling on it and making it travel in a curve. On the other side of a straight line, Jean-Adrien and Le Verrier had tracked down the planet Neptune because of its effects on Uranus, so Bessel worked out where the companion of Sirius must be. He had no hopes of seeing it himself; he realized that it must be overpowered by the glare of the bright star. When Bessel died, in 1844, the Companion was still undiscovered. Then, in 1862, a well-known American instrument-maker named Clark decided to test a new 7-inch telescope by looking at Sirius. To his surprise he saw a twinkling of light beside the bright star. It proved to be the long-expected Companion, almost exactly where Bessel had said it would be. According to its effects on Sirius itself, the Companion was estimated to be almost as massive as the Sun. Since it was only of magnitude 8$\frac{1}{2}$, it was 10,000 times less luminous than its brilliant neighbor, and was assumed to be cool and red, with a large diameter. The real shock came in 1915. At Mount Wilson, Walter Sydney Adams examined the spectrum of the Companion, and found to his surprise that the star was not cool at all. It was white, and its surface temperature was 8,000 degrees—2,000 degrees greater than the Sun's! Astronomers all over the world were deeply interested. The Companion was very faint, so that it sent out relatively little light—and yet its surface was at white heat! The only way to make the observations fit was to assume that it was a dwarf with a diameter of only 24,000 miles. This meant that it was smaller than a planet such as Uranus or Neptune. On the other hand the Companion was about as massive as the Sun, and so was quite unlike a planet. It was amazingly 'heavy' for something so small—it contains something like 70,000 times that of water. Comparing it with Sirius was rather like comparing a small, dense bullet with a distended cream puff. Other 'White Dwarfs' were found, some of them even more extraordinary. One star studied by G. P. Kuiper in America proved to be only 4,000 miles across, about the size of Mars, and yet as massive as the Sun. If it were possible to take a cube of material from Kuiper's star and carry it across this country weighing one cubic inch, and bring it back to Earth, the weight would be about half a ton. Many tons could be packed into a thimble. To explain this 'super-dense' matter we must go back to our description of the way in which an atom is built up. There is a central nucleus, round which move circling or planetary electrons. APPARENT MOVEMENT OF SIRIUS (Diagram). The wavy line of the bright component, shown by the thick wavy line, showed that there must be an unseen companion affecting its motion. A diagram showing the apparent movement of Sirius. 1844 1850 1860 1862 1870 1880 1890 1900 1910 1920 1930 1940 1950 1960 180 giants and dwarfs of the sky SIZES OF DWARF STARS. The Sun, with its diameter of 86,000 miles, is regarded as a dwarf star, but some of the White Dwarfs are much smaller than the Sun. These are shown together with the planets Uranus, the Earth and Mars, and two White Dwarfs—Sirius A and B. It is interesting to find that Kuiper's Star, with a diameter slightly less than that of Mars, has a mass equal to that of the Sun, so that its matter is remarkably dense. (It is not easy to explain atomic structure in non-mathematical language, since the nucleus and the electrons are not, strictly speaking, solid lumps of material; but the picture is good enough for our present purpose.) It is clear, then, that most of the atom is empty space. High temperatures and pressures break up the atom by breaking off some of the planetary electrons; an atom damaged in this way becomes a White Dwarf. In a White Dwarf, the ionization is complete. Every planetary electron is broken off and the result is a chaotic jumble of atomic nuclei and unattached electrons. Waste space is eliminated, and the broken pieces of the atom may be crammed close together. This accounts for the incredibly high densities. There seems little doubt that a White Dwarf has used up all its nuclear fuel, and is continuing to shine only because it is still shrinking slowly under the influence of gravitation. It is a Uranus Sirius B 181 'bankrupt' star, and has sunk into a long-drawn-out old age. No more supplies of energy are left to it, and eventually it must die. Do all stars turn into White Dwarfs eventually? Some authorities believe so, in which case the life-story of a star may be summed up quite neatly. The star begins by condensing out of interstellar matter into a 'Giant' Star. Soon after this it becomes very luminous; it turns into a Red Giant as its hydrogen is exhausted, and when it has used up its other fuels also it collapses into a White Dwarf. This may well be the fate in store for the Sun. The picture may be completely wrong. Theories change every few years, and new discoveries may cause us to alter our ideas completely. For the moment, however, we can say no more. There is a possibility that the Sun will pass through a period of glory before it collapses and becomes a 'stellar glow-worm' similar to the strange, super-dense Companion of Sirius. STAR-CLOUDS IN THE MILKY WAY: Sagittarius region. Photographed with a Teasar lens of 10-inch focus Earth Mars Kuiper's Star Sun 48-INCH SCHMIDT CAMERA-TELESCOPE AT PALOMAR 24 **the variety of the stars** WE HAVE SEEN how men such as Hipparchus, Ptolemy and Tycho Brahe drew up star catalogues, using observations made with the naked eye. The later application of telescopic sights allowed Flamsteed and his successors to draw up far better catalogues. In this connection it would be unfair not to mention Friedrich Argelander, who was born at Memel in Germany in 1799, and became Director of the Bonn Observatory. Between 1830 and 1865 he drew up a sky catalogue of 300,000 stars down to the 9th magnitude—a grand total of over 300,000. The Bonn Durchmusterung became a standard work. Argelander was assisted by another German astronomer, Eduard Schönfeld, who later extended the catalogue to the southern skies and chartered about 133,000 stars. Schönfeld became Director of the Bonn Observatory after Argelander died, and continued to make detailed surveys. Nowadays, of course, photography has enabled us to produce very detailed sky surveys. Particularly useful is the Schmidt camera, invented as recently as 1930, which has a rather complicated optical system which makes it possible to photograph large areas of the sky with each exposure. Large Schmidt cameras have been set up at Palomar and elsewhere. Bernhard Schmidt, who developed the camera, had to give up his own telescope, but having hurt himself so badly that he lost an arm he turned to astronomy as being rather safer. Astronomers throughout the world have every reason to be grateful that he did, since Schmidt cameras have proved to be of the greatest value. Among the stars catalogued in early times were some which proved to behave in a curious way, since they did not shine steadily. These stars are altered in brightness by an extent of several magnitudes. Perhaps one of the most famous of these variable stars is Mira, in the constellation of Cetus, the sea-monster of the Perseus legend. One of the early pioneers of telescopic astronomy was David Fabricius, a Dutch pastor who lived at Oostel in Holland. He was a friend of Tycho and Kepler, and father of Johann Fabricius, who discovered Jupiter's moons independently of Galileo and Scheiner but who died young. On August 13, 1595, David Fabricius was looking at stars in Cetus when he noticed an object of the 3rd magnitude. He paid no particular attention to it, since it looked just like a normal star, but by October it had disappeared. It is rather curious that Fabricius made no attempt to follow the matter up. (Incidentally he received an informal letter in January 1601 preaching a sermon in which he said that one of his guests had been stolen and hinted that he knew who was responsible. Evidently he was right, since he was murdered before he could give the name of the thief.) When Johann Bayer was drawing up his own catalogue, in 1603, he recorded a star in the same place as Fabricius had done. This time it was of the 4th magnitude, and Bayer gave it the THE DOUBLE STAR-CLUSTER IN PERSEUS. These objects are not included in Messier's famous catalogue, and are known officially as H.VI.33 and 34, from their position. The photograph given here was taken in 1922 by W.S. Franks, using a 6-inch refractor. The clusters are so close together that they are liable to be confused with the Sword of Orion; are beauti- ful objects, excellently seen in a small tele- scope 184 the variety of the stars A diagram showing the constellation Cetus with the position of the long-period variable Mira marked. THE CONSTELLATION OF CETUS, showing the position of the long-period variable Mira Greek letter Omicron. He did not associate it with Fabricius' vanishing star; neither did Wilhelm Schickard, Professor of Mathematics at Tübingen University, who saw it again in 1631. Then, in 1638, another Dutchman—Johann Phocylides Holwarda, a professor at Franeker University—began a series of observations which showed that Omicron Ceti appeared and vanished regularly. The results were remarkable, and his first observations by Hevelius from 1648 onward showed that it had a period of about 331 days. At maximum it may reach the 2nd magnitude, and has been known to outshine Polaris. At minimum it drops to magnitude 9.3, so that even binoculars will not show it. It has an M-type spectrum, and is strongly orange-red; like Betelgeux, it is a Red Giant of vast diameter. Moreover it has a fairly short life. Omicron Ceti was the first variable star to be identified, and was well named Mira, or 'the Wonderful'. Neither the period nor the maximum magnitude are constant. In some years Mira has failed to become brighter than the 5th magnitude, and on an average it is only visible to the naked eye for about 18 weeks out of its 47-week period. Many other 'long-period variables' have been detected, a notable example being Chi Cygni in the Swan, which has a period of 409 days. At maximum it is of magnitude 4.3, and is an easy naked-eye object, but at minimum it sinks to magnitude 14, and a telescope of some size is needed to show it. Chi Cygni, too, has an M-type spectrum, and is a Red Giant. Most (though not all) of the long-period variables are of the same type. A small instrument will show many of them, and it is fascinating to watch their slow but obvious changes. Rather different are the irregular variables, which have no definite periods at all. The most conspicuous of them is of course Betelgeux in Orion, which sometimes matches Rigel, but may A high-dispersion spectrum of Omicron Ceti. SPECTRUM OF O CETI, High Dispersion. Spectral Type M0a 3700-4400A MIRA CETI RICH STAR-FIELD IN THE MILKY WAY REGION HIGH-DISPERSION SPECTRUM OF MIRA CETI the variety of the stars 185 A diagram showing the constellation Cepheus, with lines connecting stars to indicate their positions. The labels "Alderamin" and "Cassiopeia" are shown near the stars they represent. A line labeled "CEPHEUS" extends from Alderamin to Cassiopeia. THE CONSTELLATION OF CEPHEUS, showing the positions of the famous variables Delta and Mu. Cepheus is not a prominent group, but the W. C. Curtis star at its center, the brightest star is Alderamin. Delta Cephei is not conspicuous, but is always an easy naked-eye object, and may be seen through a telescope. Epsilon and Zeta, with which it forms a small triangle. Mu is sometimes easy to see without a telescope, being about 6th magnitude, almost the 6th magnitude. The strong red color which led to Herschel's christening it 'the Garnet Star' is not evident with the naked eye, but any small telescope will show it excellently. A light-curve graph of Delta Cephei. The x-axis represents days, ranging from 0 to 6. The y-axis represents magnitude, starting from -3.9 and going up to +4.5. The curve shows fluctuations around a central value, with maxima occurring at intervals of approximately 5 days. LIGHT-CURVE OF DELTA CEPHEI. The fluctuations are perfectly regular. This star is the most famous member of its class. fade until it is no brighter than Aldebaran in the Bull. There is a rough period of about 5 years, but we can never tell just how Betelgeux is going to behave. This applies also to Mu Cephei, in the far north, and to Eta Aquila, in the south, whose magni- tudes 4 and 6. It is so highly-colored that Sir William Herschel nicknamed it 'the Garnet Star', and it is a lovely object in bin- oculars or a small telescope. Some faint variables are even more unpredictable. R Corona Borealis in the Northern Crown is usually easy to see in a low- powered instrument, sometimes it drops abruptly by as much as 8 magnitudes, remaining at minimum for some time before brightening again. Another faint variable in the Giraffe normally shows semi-regular rises and falls, but sometimes be- comes perfectly steady for months on end before starting to fluctuate again. Stars such as SS Cygni and U Geminorum have periodical 'outbursts', and are sometimes termed dwarf nova'. There seems to be no end to the different types. On the other hand there are some variable stars which are as regular as clockwork, and can be forecast their bright- ness with complete accuracy. The most famous of them is Delta Cephei, whose changes were first detected in 1784 by a most unusual astronomer—John Goodricke. Goodricke was born in Holland, of English parents, in 1764. He was deaf and dumb, and remained so all through his life, but there was nothing the matter with either his eyesight or his brain, and he became one of the best observers of his day. Unfor- tunately he lived only to the age of twenty-one. In spite of his handicap, he had shown every sign of becoming one of the leading astronomers of his time. Goodricke was studying the stars in Cepheus when he was attracted by the changes of Delta, which forms a small triangle with its neighbours Alpha and Beta Cephei. He found that similar rises and falls occurred soon Goodricke found that maxima occurred at intervals of 5 days or so. The magnitude range was from 3:7 to 4:3, so that the star was always an easy naked-eye object even though it was never particularly conspicuous. In the same year another English astronomer, Pigott, found that Eta Aquila, not far from the brilliant star Altair, varied from magnitude 3:7 to 4:3 in a period of just over 7 days. Like Delta Cephei it could not be regarded as a variable star also to many other variable stars their real luminosities: the longer the interval between one maximum and the next, the more luminous the Cepheid. For instance Delta Cephei, with a period of 5 days 9 hours, shines 660 times as brightly as the Sun when at its bright- est. Eta Aquila, with a period of over 7 days, is more luminous. A southern Cepheid, I Carinae, with a period of 35$\frac{1}{2}$ days, has a maximum luminosity as great as 5,500 Suns. 5 186 A diagram showing the position of the Cepheid variable Eta Aquila within the constellation of Aquila. THE CONSTITUTION OF AQUILA, showing the position of the Cepheid variable Eta Aquila The reason for this period-luminosity law is quite unknown, but it is remarkably useful. As soon as we know the period of a Cepheid, which we can find out merely by studying it with a telescope, we can tell its luminosity. By comparing the luminosity with the apparent magnitude, we can calculate the distance of the star's distance. Since Cepheids are powerful stars, they remain visible over vast distances, and have been named the 'standard candles' of the Galaxy. By using them we can gauge distances which are so great that the old parallax method would be utterly useless. It is interesting to find that the Pole Star is a Cepheid variable. Its changes in magnitude are very slight, and its period is almost 4 days, which tells us that its luminosity is about 550 times that of the Sun. Related to the Cepheids are the RR Lyrae variables, which are just as regular but which have shorter periods. All are remote, and so all appear faint. The strange thing about them is that all seem to have about the same luminosity, 90 times as great as the Sun's. They are so called because RR Lyrae, in the small but interesting constellation of Lyra (the Lyre) was the first to be discovered. Many astronomers have been forward to explain the reasons why some stars are variable. Our knowledge is still incomplete, but we do know that the variables swell out and contract, so that their fluctuations are due to actual changes in the stars themselves. Unlike the Sun they are not completely stable. It has been suggested that all stars become 'variables' for a period in their careers, but this may or may not be the case. It is certainly fortunate that the Sun does not change much during our lifetime, since temperature changes on Earth would make our world unfit for habitation. Neither do we know the exact cause of nova, or 'new stars' - which, as we have seen, are not genuinely 'new' at all, but represent some tremendous upheaval in a previously faint object. The very brilliant stars seen by the Chinese in 1054, by Tycho in 1572 and by Kepler in 1604 were more cataclysmic still; in such supernova the star seems to blow most of its material away into space, so that it never returns to its former state. That was one of the Chinese supernova, for instance, may still be seen as a gas-cloud, noticed by Messier and known to astronomers as the Crab Nebula. It lies near the third magnitude star Zeta Tauri, and may be seen with a small telescope, though large instruments are needed to show its full beauty. Nova novae are much more common. A particularly interesting one appeared in 1934, when J. P. M. Prentice, an English amateur famous for his work on meteors, discovered a bright 'new star' in Hercules, not far from the head of the Dragon. It reached the 1st magnitude before fading away again, and is still visible in powerful telescopes. Other bright nove of the present century appeared in 1901, in Perseus; 1918, in Aquila; 1925, in Pictor; 1930, in Bootes; and 1945 in Argo Navis. The first two became very conspicuous and formed a sort of constellation between them and the bright star from Sirius and Canopus. Nova Persei later developed a 'shell' of gas, which expanded outward and showed many interesting features. Nova Lacerta also ejected gaseous shells at a speed of something like 2,400 miles per second. The last bright nova was discovered on March 7, 1960 by the A photograph of a supernova in NGC 4598 taken with a 36-inch reflector at Mount Wilson. SUPERNOVA IN THE GALAXY NGC 4598 photographed with the 36-inch Hooker reflector at Mount Wilson. (Top) August 23, 1937, when the supernova was at maximum. (Middle) November 24, 1938, six months after maximum. (Bottom) January 19, 1942; the supernova can no longer be seen. Supernovae of this sort have often been recorded in external galaxies Norwegian astronomer Olaf Hassell. It reached the 5th magnitude, and I remember seeing it clearly with the naked eye, but it faded quickly. A new bright nova may appear at any moment, and it is only by the most careful observation that anyone who sees a bright star which he cannot identify would be unwise to report the discovery of a nova until very careful checks have been made. Mention must also be made of an extraordinary star in the southern hemisphere, Eta Argus. It seems to be a variable and not a true nova, but its light-changes have been remarkable. About 1840 it was brighter than any star in the sky apart from Sirius; for the last half-century it has been too faint to be seen NOVA HERCULIS 1934, photographed in ultra-violet, green and red light in 1951. Photographs with the 200-inch Hale reflector at Palomar EXPANDING NEBULOSITY ROUND NOVA PERSEI, photographed with the 200-inch Hale reflector at Palomar A diagram showing the positions of Vega, Nova Herculis, and Hercules. The head of Draco is also shown. **HEAD OF DRACO** **LYRA** **Vega** **NOVA** **HERCULES** POSITION OF NOVA (DQ) HERCULIS 1934, in the region of Vega and the head of Draco 187 without a telescope. It is associated with the lovely gaseous Keyhole Nebula, and northern astronomers always regret that it never rises above the horizon in Europe or the Northern United States. Most bright variables and novae are a long way off, which means that our telescopes cannot see them out of date. Prentice's nova of 1934, for instance, is 800 light-years away. This means that the outburst actually took place not in 1934, but about 1134, during the reign of William the Conqueror's son Henry I. In 1669 Geminano Montanari, Professor of Mathematics at the Italian University of Bologna, found that Algol (Beta Persei) was apparently variable. At this time Mira was the only variable star THE KEYHOLE NEBULA IN ARGO. Nebulosity in the region of the famous interstellar nebula is so faintly visible that apparently the area is too far south in the sky to be seen from Europe or the northern United States LIGHT-CURVE OF BETA LYRAE. The secondary minimum is much more pronounced than in the case of Algol A diagram showing the constellation of Perseus with Algodol labeled. **THE CONSTELLATION OF PERSEUS** A graph showing the light-curve of Algol. The small secondary minimum cannot be detected without instruments. **LIGHT-CURVE OF ALGOL. The small secondary minimum cannot be detected without instruments** A diagram showing the constellation of Lyra with Beta Lyrae labeled. **THE CONSTELLATION OF LYRA** A graph showing the light-curve of Beta Lyrae. Days are on the x-axis and magnitude on the y-axis. **Beta Lyrae** the variety of the stars 189 known, so that Montanari's discovery caused great interest, particularly as Algol behaved in a way of its own. Usually it was steady at just below the 2nd magnitude, and showed no changes for several years. Then it would suddenly drop to magnitude 3, taking 5 hours to do so; it remained faint for a short period, and then took a further 5 hours to climb back to maximum. Goodricke, painstaking as ever, studied Algol closely and came to the conclusion that the star was not a genuine variable at all. Admittedly it showed fluctuations in light, but Goodricke believed that these changes were due to the daily orbital period between Algol and its companion. In this case Algol would be a binary, with one bright and one dimmer component; when the dimmer star passed between the bright component and ourselves, it would eclipse the main star, and the total brightness would drop. As we now know, Goodricke was quite right. The bright member of the Algol pair has a B8-type spectrum and a surface temperature of 12,000 degrees with a diameter of about 1.7 million miles. The other member is fainter than 16th magnitude. When the bright star eclipses the faint star there is a much smaller fall in brilliancy, so slight that even Goodricke did not notice it. Strictly speaking, then, Algol is not a proper variable, but an eclipsing binary. There is no difference between it and an ordinary binary of short period except that the plane of the orbit happens to lie in our line of sight. Were the orbit differently tilted, no eclipse would occur. Another eclipsing variable easily visible to the naked eye is Beta Lyrae, close to the brilliant Vega. Here the light-changes are always going on. Both components are very hot and luminous, and are so close together that they almost touch. They raise huge tides in each other, and each star is distorted into the shape of an egg-shaped ellipsoid. As they revolve round each other some of this material streams out to produce a shell of gas rounding the pair. Fewer than 200 Beta Lyrae-type variables are known, but eclipsing binaries similar to Algol are much more common. Perhaps the most remarkable of the eclipsing binaries are Zeta and Epsilon Aurigae, which with Eta Aurigae form a triangle of stars beside Capella. Zeta consists of a B8 giant over 100 times as luminous as the Sun, accompanied by a K4-type star with much lower brilliance. The two stars revolve round each other at least 200 million miles. The period is 972 days, as against less than 4 days for Algol, which shows that the components are much farther apart. When the red star eclipses the hot giant, interesting changes in the spectrum are noted; the hot star seems to dim slightly, showing that it is shining through the vast tenuous atmosphere of its companion, and it is some time before the spectrum of the hot star disappears. From this we can calculate that the outer part of both components has a density of no more than about one-five-millionth that of water. Epsilon Aurigae consists of a particularly luminous yellow star 60,000 times the power of the Sun, together with a companion whose surface is much cooler (only 1200 degrees), but whose diameter is around 1,360 million miles—larger than the orbit of Saturn! A jet-aircraft moving at a constant speed of 1,000 m.p.h. 190 the variety of the stars A diagram showing the positions of Capella, Nath, and Zeta Aurigae in the constellation Auriga. Capella is at the top left, Nath is at the bottom right, and Zeta Aurigae is near the center. The diagram also shows the positions of two stars in a binary system, labeled A and B. The diagram is annotated with labels indicating the positions of these stars. THE CONSTELLATION OF AURIGA, showing the positions of the two remarkable eclipsing binaries Epsilon and Zeta Aurigae would take over 6,000 years to go once round the red star of Epsilon Aurigae. Eclipses are infrequent, since the revolution period is 27 years. As long ago as 1821 Fritsch found Epsilon Aurigae to be a variable, but the fact that it is actually an eclipsing binary was not discovered until astrophysical methods were used much later. Eclipsing binaries prove that some apparently single stars are in fact pairs, with components so close together that no telescope will divide them. However, the German astronomer Vogel, who acted as Director of Potsdam Observatory between 1882 and his death in 1907, found that where the telescope fails the spectroscopic can succeed. We come back once more to our reliably able the Doppler Effect. Suppose that we have a very close binary whose components appear as a single mass? If the orbital plane is almost edge-on to us, as shown in the diagram, there will be times when one star (A) is approaching us, while the other (B) is receding. The spectrum of A will therefore yield a Doppler shift towards the violet, while the spectrum of B will give a red shift. At other times, when A is receding and B is approaching, the shifts will be reversed; when the motion of the components is perpendicular to our line of sight, there will be no Doppler shifts due to orbital motion. If therefore we find a star whose spectrum lines regularly become double, we may be sure that we are dealing with a close *spectroscopic binary*. Capella is one such star, while the bright companion of Mizar in the Great Bear is another. Visual binoculars show many common types optical pairs of the kind shown in the diagram on page 354. Some of them show contrasting colors, and are really beautiful. Perhaps the loveliest of all is Albireo in the Swan, which has a yellow primary and a bluish-green companion and is well seen in a small telescope. Antares, the bright red star in the Scorpion, has a green companion called Castorletti in Hercules, which is one of the largest stars known to us and may even have a diameter greater than that of Epsilon Aurigae. The stars of a binary system move round their common centre of gravity. The periods range from a few hours for close spectroscopic pairs up to millions of years for wide visual pairs. As we have seen, the stars are not so unequal in weight as might be supposed; even Mizar Ceti, with its vast diameter of about 300 million miles, is less than 20 times the mass of the Sun. Therefore the centre of gravity for a normal binary system is not very far from the mid-point of an imaginary line joining the centres of the two stars. Multiple stars also occur. The most spectacular is Epsilon Lyrae, near Vega. To the naked eye it appears as a double, and a 3-inch refractor is enough to show that each component is again double, so that this forms a quadruple system. Castor, the senior though fainter member of this system, has a four-fold system made up of four bright components and two dim stars. Only a few of the most interesting objects in the stellar heavens have been mentioned here. There is endless variety among the stars, and it is clear that we have learned much since the new science of astrophysics came into its own less than a century ago. DETECTION OF A SPECTROSCOPIC BINARY. In the positions shown, component A is approaching and will show a violet shift; B is receding, and will show a red shift A diagram showing the positions of several stars, including Aldebaran, in Taurus (the Bull). The Hyades, which appear as a V-shape of relatively faint stars near the brilliant red Aldebaran, is also shown. **Aldebaran** THE HYADES, which appear as a V-shape of relatively faint stars near the brilliant red Aldebaran, in Taurus (the Bull) **25 the galaxies** LOOK UP AT THE SKY on a clear night, and you may think that you will see millions of stars. This is not the case. At any one moment, nobody can see more than a few thousands of stars without using optical aid. However, the actual number of stars in our Galaxy really does amount to millions; indeed, the best modern estimate gives a grand total of 100 thousand million. Astronomers speak of 'open' or 'galactic clusters', of which the best examples are the Pleiades or Seven Sisters, round the 3rd-magnitude star Alcyone in Taurus, and the Hyades, round Aldebaran—also in Taurus. Another interesting cluster visible to the naked eye is Persepe in Cancer, nicknamed the 'Beehive', while southern observers have the 'Jewel Box' in the Southern Cross.
Pleiades Asterope Taygeto
Maus Celano
Atlas Alcyone Electra
Merope
THE PLEIADES or 'Seven Sisters'. All the stars named are visible with the naked eye on a clear night. The brightest of them, Alcyone, is of the 3rd magnitude SPIRAL GALAXY N.G.C. 3841, IN Ursa Major. The spiral form is well shown. Like most external galaxies, the object is too small seen through even moderate telescopes. Photography with very large instruments is needed to bring out the details properly. This picture was taken with the 200-inch Hale reflector at Palomar Spiral galaxy Messier 64 (NGC 4825) in Coma Berenices, as photographed with the 60-inch reflector at Mount Wilson. Spiral Galaxy Messier 64 (NGC 4825) in Coma Berenices, as photographed with the 60-inch reflector at Mount Wilson the galaxies 193 There are also the nebulae, which are less conspicuous. The first mention of them goes back to the tenth century, when Al-Sufi recorded the Great Spiral in Andromeda, though to him it appeared as a faint star. The name Nebula was first used when it was mentioned in 1612 by Peiresc, and the work of Messier, Herschel and others led to the detection of large numbers of nebulae of all kinds. Herschel, as we have seen, regarded some of them as 'starry' and others as non-stellar. In 1791, writing about the Orion Nebula, he stated: 'Our judgment, I venture to say, will be that the nebulousness around this star is not of a starry nature.' One great advance in the experiment had to wait until the development of the spectroscope. It was made on August 29, 1864, by Sir William Huggins. A star yields a spectrum with a rainbow background and dark absorption lines. If therefore a nebula is made up of stars, the result will be a jumble of all the separate star-spectra together, and the main absorption lines should be made out. If a nebula is made up of gas it will give an emission spectrum consisting of isolated bright lines. Huggins turned his spectroscope towards an 'irresolvable' nebula in Draco. At once he saw bright emission lines, but no rainbow background. Herschel had been right; the nebula was gaseous, and was not made up of stars. Objects of this sort are known as gaseous or galactic nebula. NGC 205, companion of the Andromeda Nebula, photographed in red light with the 500-inch Hale reflector at Palomar MESSIER 15: NEBULA IN SCUTUM SOBIESKI, photographed in red light with the 200-inch Hale reflector at Palomar 194 the galaxies A black and white photograph of a dumb-bell nebula in Vulpecula, a famous planetary, photographed at the Lick Observatory. THE DUMB-BELL NEBULA IN VULPECULA, a famous planetary, photographed at the Lick Observatory. PLANETARY NEBULA N.G.C. 7293 IN AQUARIUS, photographed in red light with the 200-inch Hale reflector at Palomar. The Sword of Orion is the best known of them; it surrounds a famous multiple star, Theta Orionis (known as the Trapezium, because of the arrangement of its four main components), and is of tremendous extent. A ray of light would take twenty years to cross from one side to the other. It is in nebulae of this sort that, according to modern theory, fresh stars are being created out of the dust and gas. Herschel also noted various different objects which he christened 'planetary nebula', because they showed planet-like disks. The brightest of them, the Ring Nebula, is conveniently placed between the famous eclipsing binary Beta Lyrae and its neighbor Gamma, and is easy to see in a moderate telescope. Actually a planetary nebula is a very rare thing; it consists of a compact, faint central star, possibly not unlike a White Dwarf, surrounded by a tremendous, expanding shell of gas. Some authorities believe that a planetary nebula represents the final stage of a nova or supernova, but of this there is no proof. The gas is very rarefied; if we could take a cupful of air and spread it around a vast enclosure 5 miles in diameter, the resulting density would be about the same as that of a planet's atmosphere. All Herschel's most important work was concerned with the distribution of stars in our Galaxy. He believed the system to be shaped like a double-convex lens, with the Sun near the middle, the galaxies 195 and at the time his idea seemed perfectly reasonable. It was not until well into the twentieth century that a more accurate picture was given by the American astronomer Harlow Shapley. Shapley—who is still alive and active—was born at Nashville, in Missouri, in 1865, after completing his university education he went to work for George Washington大的大学教授,of Russell Diagram fame. In 1914 he moved to Mount Wilson, and stayed there until 1921, when he was appointed Director of Harvard College Observatory. He continued to work as hard as ever even after he officially retired. While at Mount Wilson, Shapley used the 60-inch reflector there to study the objects known as globular clusters. These are immense collections of stars, which are found around the centre of the clusters, and are magnificent in large instruments. About 100 of them are known. Messier 13, in Hercules, is visible to the naked eye, and is a familiar sight to European astronomers, but the brightest globular clusters—Omega Centauri and 47 Tucanae—lie too far south to be seen from our latitudes. Shapley knew that the globulars are very distant; and seem to form a kind of 'outer framework' to the Galaxy. They were so remote that they could not be measured by parallaxes, and Shapley turned to less direct methods. Moreover he saw that most of the globulars were in the southern sky, particularly in the region of the constellations Scorpio and Sagittarius. Such a 'lop-sided' distribution could hardly be due to chance. The essential clue was found when Shapley detected RR Lyrae MESSEY (3): THE GLOBULAR CLUSTER IN HERCULES, photographed with the 60-inch reflector at Mount Wilson. The first photograph was given an exposure of 15 minutes; the second, 37 minutes; the third, 94. The increase in number of stars shown with increasing exposure is very obvious. In this respect the photographic plate is far superior to the eye; the longer the exposure, the more it records. THE OWL NEBULA, Messier 97 in Ursa Major. Another planetary, photographed with the 60-inch reflector at Mount Wilson 196 A diagram showing the relative distances of stars within the Milky Way Galaxy. The Sun is shown at the center, with a star cluster labeled "SUN" to its left. A large star labeled "2000 light years" is shown to the right of the Sun, and another star labeled "100000 light years" is shown further to the right. The diagram also shows a line labeled "Main Plane" running horizontally across the middle. THE GLOBULAR CLUSTER OMEGA CENTAURI, photographed at Royal Observatories, Greenwich, on February 19, 1903 (exposure 50 minutes). This is the brightest globular cluster in the sky. Unfortunately it lies too far south in the sky to be seen from Europe or the northern United States. GALAXY N.G.C. 4565, a system seen almost 'edge-on' to us variables inside the globular clusters. It was known that these stars obeyed a period-luminosity law, and that each was about ninety times as luminous as the Sun. Once RR Lyrae variables had been found, then, their distances could be worked out—and hence, the distances of the globulars in which they lay. Shapley's results gave astronomers something of a shock. By studying the globulars and measuring their distances it has been shown that the Galaxy has a diameter of about 100,000 light-years, with a greatest width of about 20,000 light-years. The Sun lies well within this circle, but it is not clear whether it lies close to or far from the galactic nucleus, which at once explains the lop-sided distribution of the globular clusters. The galactic nucleus lies in the direction of the glorious rich star-clouds in Sagittarius. Unfortunately we cannot see right through the nucleus, or even to the galactic centre. There is a great deal of obscuring material in the way, and light-waves cannot penetrate it. Radio waves can do so, however, and have been used for this purpose since after the end of the First World War, radio astronomy still lay in the future. Following on from this research, it was found that the whole Galaxy is rotating. The Sun is moving round the nucleus, taking over 225,000,000 years to complete one journey. This period is sometimes termed the cosmic year. One cosmic year ago, the most advanced life-forms on Earth were amphibians; the Coal Measu- sures were being laid down; and men had not yet appeared. Two cosmic years ago, life only lived on Echinodermata of tiny creatures in the oceans. It is interesting to speculate as to what 'men' will be like in one cosmic year from now—if, indeed, men still exist. Now let us go back to Herschel's second guess: that the starry or resolvable nebulae are 'island universes', far beyond the bound-aries of our own system. The clusters, as well as the gaseous nebulae such as the Sword of Orion and all the stars visible to the naked eye, were known to be members of our Galaxy, but it was difficult to be so sure about the spirals and other objects of similar type. Were they, too, members of one large system—or were they not? The only way to decide was to measure the distance of at least one of them, and the most promising was undoubtedly the Great Spiral in Andromeda, M31. When it was bright enough to be seen without a tele- scope, it was likely to be nearer than the rest. The matter was settled in 1923 by Edwin P. Hubble, who had been assistant at Yerkes Observatory from 1914 to 1917, and had The 'Saturn Galaxy' NGC 4504, photographed with the 60-inch reflector at Mount Wilson. The nickname is due to a superficial resemblance to Saturn and its system of rings. **DIAGRAM OF THE GALAXY AS IT WOULD BE SEEN EDGE-ON. The galactic centre lies about 25,000 light-years away, and the stars in the outer regions drift out toward the edge of the system, and is not near the centre, as Herschel believed. When we look along the main axis of the galaxy, we appear to see approximately the same direction, and this causes the Milky Way effect** Messier 87, a globular galaxy in Virgo, photographed with the 200-inch Hale reflector at Palomar **the galaxies** 197 then moved to Mount Wilson. Using the 100-inch Hooker reflector, much the most powerful telescope in the world at that time, he searched for Cepheid variables inside the Andromeda Spiral, and indeed he found them. He looked for half a dozen, and worked out their distances. The result was conclusive. The Cepheids, and hence the spiral, were hundreds of thousands of light-years away, and so the Spiral was in fact a separate system, containing stars, clusters, gaseous nebulae and other features known in our Galaxy. A new system of naming came into force. The term 'nebule' was confined to the gaseous objects in our stellar system, while the spirals and other resolvable objects became known simply as 'galaxies'. Originally, Hubble estimated the distance of the Andromeda Galaxy as 750,000 light-years. He later increased this to 900,000 light-years. In 1936 he received another shock. W. Baade, using the 200-inch Palomar reflector, announced that there had been a mistake in the Cepheid scale, and that all the galaxies were at least twice as remote as had been thought. The distance of the Andromeda Spiral was not 900,000 light-years, but about two million. This meant that it was a system even larger than the Galaxy in which we live. Astronomers themselves pointed out that there seem to be two kinds of 'star populations'. The brightest stars of Population I are very luminous, and are of spectral types O and B; in these regions there is considerable dust and gas spread through space. With Population II the brightest stars are red supergiants, and there is almost no interstellar material. Globular clusters and the centres of galaxies are mainly Population II, while the spiral arms of galaxies are mainly Population I. When mapping the Galaxy, Shapley had used RR Lyrae stars, not 'classical' Cepheids; and his results were correct, since his estimates of the luminosities of RR Lyrae stars were valid. What neither he nor anyone else had realized was that there are two types of short-period variables; those of Population I (including RR Lyrae stars) and those of Population II (including the classical 198 the galaxies STELLAR POPULATIONS I AND II. The Andromeda Galaxy, photographed in blue light, shows giant and supergiant stars as Population I variable stars. The patch at the upper left is composed of unresolved Population II stars. N.G.C. 205, companion to the Andromeda Galaxy, photographed in yellow light, shows stars of Popula- tion II; the brightest stars are reddish, and only 1/1000 as bright as the blue giants of Population I. The scattered and randomly distributed stars in both pictures are fore- ground stars belonging to our own Galaxy. Photographed with the 200-inch Hale reflector at Palomar NUCLEUS OF THE ANDROMEDA GALAXY, showing Population II stars resolved. Photographed with the 200-inch Hale reflector at Palomar Cepheids), and there is a great difference between them. A Population I variable is much more luminous than a Population II variable of the same period. The Cepheids used by Hubble to measure the distance of the Andromeda Spiral were of Type I, but the distances had been worked out on the assumption that they were of Type II. There- fore since the Cepheids were more luminous than had been thought, they must also be more remote; and this led to a 199 complete revision of our ideas of the scale of the universe. It also explained why RR Lyrae stars did not appear in the Andromeda Spiral. Undoubtedly they existed there, but they are less powerful than the RR Lyrae, and were too faint to be seen even with the Palomar reflector. Not all the outer galaxies are spiral, and in fact spirals seem to be in the minority. Some, such as the two Nebulae or Magellanic Clouds, are more or less irregular (though it has been suggested that there are vague indications of spiral structure). The Nebulae, are too far south to be seen from Europe, or the Northern United States, and are the closest of our neighbor systems. They lie about 150 million light-years from us. They seem to be "satellites" of our Galaxy, and are magnificent objects visible to the naked eye. The Large Cloud (Nebula Major) is particularly splendid, and contains stars of high luminosity. One of them, S Doradus, is thought to be about a million times as powerful as the Sun—and yet from Earth it cannot be seen at all without optical aid. We next meet with elliptical galaxies, which look at first sight not unlike globular clusters, though they are of course entirely different in nature. Then there are the extraordinary barred spirals, as well as the spectacular 'Catherine wheels' such as Messier 51 in Canes Venatici (the Hunting Dogs). The only way to study these various objects properly is to take photographs of them with large telescopes, and it is true to say that even the Andromeda Galaxy is rather disappointing when observed with a modest instrument unless like nothing more than a fuzzy patch. However, pictures taken with the great reflectors show the galaxies in all their glory. THE NUBECULA OR MAGELLANIC CLOUDS. The Large Cloud is on the right; the Small Cloud upper left. The Magellanic cluster in Tucana is also shown (lower left) THE NUBECULA MINOR, or Small Magellanic Cloud THE NUBECULA MAJOR, or Large Magellanic Cloud THE WHIRLPOOL GALAXY, Messier 51 in Canes Venatici, photographed by Ritchey with the 60-inch reflector at Mount Wilson 200 the galaxies A spiral galaxy in Leo, NGC 3903, photographed with the 200-inch Hale reflector at Palomar. Another important discovery was that the galaxies tend to collect in clusters. Among the members of our local cluster are the Galaxy in which we live, the Nebulcule, the Andromeda Spiral, the fainter spiral in Triangulum, and more than a dozen other systems. Beyond these we can see an immense distance before we come to the next group of galaxies. Since the members of the local group are comparatively near on the comical scale, the Cepheids in them show up plainly. As we probe farther and farther into space, the Cepheids merge into the general background blur, but supergiants are still visible, and by taking their average luminosity for a supergiant star we can estimate the distances of galaxies as far out as 20 to 25 million light-years. In the constellation of Virgo lies a whole group of galaxies known as the Virgo Cluster (not really a happy term, since a cluster of galaxies is in no way related to a star-cluster such as the Pleiades or the Hercules globular). By observing the supergiants in the Virgo galaxies, we can work out the distances of the galaxies and then deduce how far they are. From this, it is possible to estimate the average size of galaxies of different kinds. Beyond about 25 million light-years we lose even the supergiants, but if we know the shape of a more remote galaxy we can get some idea of its distance—though probably not with much accuracy. The most distant galaxy yet studied optically, gC-295 in Bootes, is about 5,000 million light-years away. Five billion years ago our Sun was indeed looking through both space and time. When we study the Boötes galaxy, we are seeing it not as it is now, but as it used to be 5,000 million years ago, long before life on Earth began. On a photograph these remote galaxies appear as tiny, blurred patches, and it is difficult to realize that each is a tremendous system containing at least two thousand million stars, many of The veil nebula in Cygnus. The colors radiated by these filaments of gas result from collisions between atoms and electrons from an exploding star more than 50,000 years ago with an initial velocity of nearly 5,000 miles per second. The gas has been slowed down to a speed of only one mile per second by constant collisions with atoms in interstellar space. The force of these collisions causes the atoms to emit characteristic colors shown here. Clouds ejected in the opposite direction at the time of the explosion were now 786 trillion miles from this part of the universe. The decline in velocity caused by these collisions, the nebula will cease to glow in another 50 billion years. THE VEIL NEBULA IN CYGNUS. The colors radiated by these filaments of gas result from collisions between atoms and electrons from an exploding star more than 50,000 years ago with an initial velocity of nearly 5,000 miles per second. The gas has been slowed down to a speed of only one mile per second by constant collisions with atoms in interstellar space. The force of these collisions causes the atoms to emit characteristic colors shown here. Clouds ejected in the opposite direction at the time of the explosion were now 786 trillion miles from this part of the universe. The decline in velocity caused by these collisions, the nebula will cease to glow in another 50 billion years. SPIRAL GALAXY IN LEO, N.G.C. 3903, PHOTOGRAPHED WITH THE 200-INCH HALE REFLECTOR AT PALOMAR. CLUSTER OF GALAXIES IN COMA BERENICEIS, PHOTOGRAPHED WITH THE 200-INCH HALE REFLECTOR AT PALOMAR. THE CLUSTER IS ABOUT 40,000,000 LIGHT-YEARS AWAY. THE VEIL NEBULA IN CYGNUS. THE COLORS RADIATED BY THESE FILAMENTS OF GAS RESULT FROM COLLISIONS BETWEEN ATOMS AND ELECTRONS FROM AN EXPLODING STAR MORE THAN 50,000 YEARS AGO WITH AN INITIAL VELOCITY OF NEARLY 5,000 MILES PER SECOND. THE GAS HAS BEEN SLOWED DOWN TO A SPEED OF ONLY ONE MILE PER SECOND BY CONSTANT COLLISIONS WITH ATOMS IN INTERSTELLAR SPACE. THE FORCE OF THESE COLLISIONS CAUSES THE ATOMS TO EMIT CHARACTERISTIC COLORS SHOWN HERE. CLOUDS EJECTED IN THE OPPOSITE DIRECTION AT THE TIME OF THE EXPLOSION WERE NOW 786 TRILLION MILES FROM THIS PART OF THE UNIVERSE. THE DECLINE IN VELOCITY CAUSED BY THESE COLLISIONS, THE NEBULA WILL CEASE TO GLOW IN ANOTHER 50 BILLION YEARS. THE VEIL NEBULA IN CYGNUS. THE COLORS RADIATED BY THESE FILAMENTS OF GAS RESULT FROM COLLISIONS BETWEEN ATOMS AND ELECTRONS FROM AN EXPLODING STAR MORE THAN 50,000 YEARS AGO WITH AN INITIAL VELOCITY OF NEARLY 5,000 MILES PER SECOND. THE GAS HAS BEEN SLOWED DOWN TO A SPEED OF ONLY ONE MILE PER SECOND BY CONSTANT COLLISIONS WITH ATOMS IN INTERSTELLAR SPACE. THE FORCE OF THESE COLLISIONS CAUSES THE ATOMS TO EMIT CHARACTERISTIC COLORS SHOWN HERE. CLOUDS EJECTED IN THE OPPOSITE DIRECTION AT THE TIME OF THE EXPLOSION WERE NOW 786 TRILLION MILES FROM THIS PART OF THE UNIVERSE. THE DECLINE IN VELOCITY CAUSED BY THESE COLLISIONS, THE NEBULA WILL CEASE TO GLOW IN ANOTHER 50 BILLION YEARS. THE VEIL NEBULA IN CYGNUS. THE COLORS RADIATED BY THESE FILAMENTS OF GAS RESULT FROM COLLISIONS BETWEEN ATOMS AND ELECTRONS FROM AN EXPLODING STAR MORE THAN 50,000 YEARS AGO WITH AN INITIAL VELOCITY OF NEARLY 5,000 MILES PER SECOND. THE GAS HAS BEEN SLOWED DOWN TO A SPEED OF ONLY ONE MILE PER SECOND BY CONSTANT COLLISIONS WITH ATOMS IN INTERSTELLAR SPACE. THE FORCE OF THESE COLLISIONS CAUSES THE ATOMS TO EMIT CHARACTERISTIC COLORS SHOWN HERE. CLOUDS EJECTED IN THE OPPOSITE DIRECTION AT THE TIME OF THE EXPLOSION WERE NOW 786 TRILLION MILES FROM THIS PART OF THE UNIVERSE. THE DECLINE IN VELOCITY CAUSED BY THESE COLLISIONS, THE NEBULA WILL CEASE TO GLOW IN ANOTHER 50 BILLION YEARS. THE VEIL NEBULA IN CYGNUS. THE COLORS RADIATED BY THESE FILAMENTS OF GAS RESULT FROM COLLISIONS BETWEEN ATOMS AND ELECTRONS FROM AN EXPLODING STAR MORE THAN 50,000 YEARS AGO WITH AN INITIAL VELOCITY OF NEARLY 5,000 MILES PER SECOND. THE GAS HAS BEEN SLOWED DOWN TO A SPEED OF ONLY ONE MILE PER SECOND BY CONSTANT COLLISIONS WITH ATOMS IN INTERSTELLAR SPACE. THE FORCE OF THESE COLLISIONS CAUSES THE ATOMS TO EMIT CHARACTERISTIC COLORS SHOWN HERE. CLOUDS EJECTED IN THE OPPOSITE DIRECTION AT THE TIME OF THE EXPLOSION WERE NOW 786 TRILLION MILES FROM THIS PART OF THE UNIVERSE. THE DECLINE IN VELOCITY CAUSED BY THESE COLLISIONS, THE NEBULA WILL CEASE TO GLOW IN ANOTHER 50 BILLION YEARS. THE VEIL NEBULA IN CYGNUS. THE COLORS RADIATED BY THESE FILAMENTS OF GAS RESULT FROM COLLISIONS BETWEEN ATOMS AND ELECTRONS FROM AN EXPLODING STAR MORE THAN 50,000 YEARS AGO WITH AN INITIAL VELOCITY OF NEARLY 5,000 MILES PER SECOND. THE GAS HAS BEEN SLOWED DOWN TO A SPEED OF ONLY ONE MILE PER SECOND BY CONSTANT COLLISIONS WITH ATOMS IN INTERSTELLAR SPACE. THE FORCE OF THESE COLLISIONS CAUSES THE ATOMS TO EMIT CHARACTERISTIC COLORS SHOWN HERE. CLOUDS EJECTED IN THE OPPOSITE DIRECTION AT THE TIME OF THE EXPLOSION WERE NOW 786 TRILLION MILES FROM THIS PART OF THE UNIVERSE. THE DECLINE IN VELOCITY CAUSED BY THESE COLLISIONS, THE NEBULA WILL CEASE TO GLOW IN ANOTHER 50 BILLION YEARS. THE VEIL NEBULA IN CYGNUS. THE COLORS RADIATED BY THESE FILAMENTS OF GAS RESULT FROM COLLISIONS BETWEEN ATOMS AND ELECTRONS FROM AN EXPLODING STAR MORE THAN 50,000 YEARS AGO WITH AN INITIAL VELOCITY OF NEARLY 5,000 MILES PER SECOND. THE GAS HAS BEEN SLOWED DOWN TO A SPEED OF ONLY ONE MILE PER SECOND BY CONSTANT COLLISIONS WITH ATOMS IN INTERSTELLAR SPACE. THE FORCE OF THESE COLLISIONS CAUSES THE ATOMS TO EMIT CHARACTERISTIC COLORS SHOWN HERE. CLOUDS EJECTED IN THE OPPOSITE DIRECTION AT THE TIME OF THE EXPLOSION WERE NOW 786 TRILLION MILES FROM THIS PART OF THE UNIVERSE. THE DECLINE IN VELOCITY CAUSED BY THESE COLLISIONS, THE NEBULA WILL CEASE TO GLOW IN ANOTHER 50 BILLION YEARS. THE VEIL NEBULA IN CYGNUS. THE COLORS RADIATED BY THESE FILAMENTS OF GAS RESULT FROM COLLISIONS BETWEEN ATOMS AND ELECTRONS FROM AN EXPLODING STAR MORE THAN 50,000 YEARS AGO WITH AN INITIAL VELOCITY OF NEARLY 5,000 MILES PER SECOND. THE GAS HAS BEEN SLOWED DOWN TO A SPEED OF ONLY ONE MILE PER SECOND BY CONSTANT COLLISIONS WITH ATOMS IN INTERSTELLAR SPACE. THE FORCE OF THESE COLLISIONS CAUSES THE ATOMS TO EMIT CHARACTERISTIC COLORS SHOWN HERE. CLOUDS EJECTED IN THE OPPOSITE DIRECTION AT THE TIME OF THE EXPLOSION WERE NOW 786 TRILLION MILES FROM THIS PART OF THE UNIVERSE. THE DECLINE IN VELOCITY CAUSED BY THESE COLLISIONS, THE NEBULA WILL CEASE TO GLOW IN ANOTHER 50 BILLION YEARS. THE VEIL NEBULA IN CYGNUS. THE COLORS RADIATED BY THESE FILAMENTS OF GAS RESULT FROM COLLISIONS BETWEEN ATOMS AND ELECTRONS FROM AN EXPLODING STAR MORE THAN 50,000 YEARS AGO WITH AN INITIAL VELOCITY OF NEARLY 5,000 MILES PER SECOND. THE GAS HAS BEEN SLOWED DOWN TO A SPEED OF ONLY ONE MILE PER SECOND BY CONSTANT COLLISIONS WITH ATOMS IN INTERSTELLAR SPACE. THE FORCE OF THESE COLLISIONS CAUSES THE ATOMS TO EMIT CHARACTERISTIC COLORS SHOWN HERE. CLOUDS EJECTED IN THE OPPOSITE DIRECTION AT THE TIME OF THE EXPLOSION WERE NOW 786 TRILLION MILES FROM THIS PART OF THE UNIVERSE. THE DECLINE IN VELOCITY CAUSED BY THESE COLLISIONS, THE NEBULA WILL CEASE TO GLOW IN ANOTHER 50 BILLION YEARS. THE VEIL NEBULA IN CYGNUS. THE COLORS RADIATED BY THESE FILAMENTS OF GAS RESULT FROM COLLISIONS BETWEEN ATOMS AND ELECTRONS FROM AN EXPLODING STAR MORE THAN 50,000 YEARS AGO WITH AN INITIAL VELOCITY OF NEARLY 5, A starry sky with a prominent, dark nebula shape that resembles a dragon's tail. The nebula has a reddish hue and is illuminated by bright stars. The background is filled with numerous other stars. A spectrogram showing the spectrum of a distant galaxy. The top part shows the spectrum of a galaxy, with several bright lines indicating emission from hydrogen gas. The bottom part shows the spectrum of a star, with a single sharp line indicating absorption by oxygen. THE MOST REMOTE GALAXIES SO FAR MEASURED 3C-295 IN BOÖTES. These objects, with the greatest distance yet determined (June 1960) comprise the cluster of faint galaxies shown in the central area of the front below. The small, hazy spots are the galaxies; the sharp round dots are stars in our own Galaxy. First detected by large radio telescopes as a source of radio noise, this distant cluster of galaxies was identified by a photograph taken with the 300-inch Hale telescope at Palomar on a red-sensitive plate. The photograph shows two bright spots separated by about one arc minute. It is believed that these two spots may represent two galaxies in collision. The unusual amount of energy released by this collision creates the radio noise, and causes certain spectral lines to appear in emission rather than the usual absorption. One such line is shown in the spectrum, just to the left of the strong line due to light from the night sky. The marked line is due to oxygen; its normal wavelength is 3,727 Angstroms, but due to the energy release, resonance lines are displaced by 1,371 Angstroms, and appears at 5,498 Angstroms. The spectrum was photographed by a very fast spectrograph. Long times and bands in the spectrum are due to the night sky; only the single, small line below the marker originates in the galaxy the galaxies 203 A black and white photograph of the Andromeda Spiral galaxy. ED NGC 5577 E2 NGC 230 (M34) E5 NGC 4621 (M58) C1 NGC 375 VARIOUS TYPES OF GALAXIES: elliptical and irregular. Photographed with the 60-inch reflector at Mount Wilson A black and white photograph of the Andromeda Spiral galaxy. Sb NGC 4994 Sba NGC 2999 Sb NGC 2841 Sba NGC 5870 VARIOUS TYPES OF GALAXIES: spiral and barred spiral. Photographed with the 60-inch reflector at Mount Wilson 203 them much more brilliant than the Sun. Such a conception would have been regarded as absurd even sixty years ago, but we know it to be true. Our galaxy appears to be a fairly typical system. The Andro- meda Spiral is admittedly rather big, but it contains all the familiar features, including globular clusters and even satellite galaxies which appear to be of much the same size as our Nebulcule. This must also apply to many of the rest, even though only a few are close enough to be studied in any detail. Many problems remain to be solved. For instance, we have as yet no idea why some of the galaxies are spiral, and only recently have we learned that others have the spiral arms trailing. Neither do we know for certain whether an irregular galaxy turns into a spiral, or vice versa; and we cannot be sure whether all galaxies go through a spiral stage during their evolution. It is significant that elliptical galaxies are mainly Population II. Most of the interstellar material has presumably been used up, and the hot early-type supergiants have disappeared, to be replaced by cooler red stars which are more advanced in their careers. It is tempting to suppose that they will pass through an earlier stage than ellipticals. According to one theory a galaxy begins as an irregular, turns into a spiral because of its rotation, and becomes elliptical as its rotation slows down, ending up as a spherical system. It has also been suggested that the key to the problem is the original rate of spin, so that quick-spinners will become spiral and slow-spinners will become elliptical. At the moment we have no definite answer, and our ideas are changing as time goes on. Meanwhile, there is another point to be considered—the move- ments of the galaxies. Proper motions are too small to be measured, but radial velocities are not, and in 1920 V. M. Slipher, working at the observatory which had been founded in Arizona by Percival Lowell, made yet another remarkable discovery. Apart from the Andromeda Spiral and a few others which we now know to be members of our own group, all the galaxies showed Doppler shifts to the red end of the spectrum. This meant that all were receding from us. The discovery was a complete puzzle at the time, because it was still not certain whether or not the galaxies were true external systems. When Hubble made his classic observations of Cepheids in the Andromeda Spiral, the situation became even stranger. If the red shifts were real, then all the groups beyond the local group were running away; and the more remote they were, the faster they seemed to go. Using the 100-inch Hooker reflector, Hubble and his colleague Milton Humason probed to 700 million light-years, which was the distance of a cluster of galaxies in Ursa Major. The speed of recession turned out to be 26,000 miles per second. After the Second World War Walter Baade began work with its superior light-grasp it could reach out still farther, and the red shifts showed that the faint galaxy g-295 is racing away at 90,000 miles per second. It seems unbelievable. If you listen to a grandfather clock which ticks once per second, it is hard to realize that between each pair of ticks the Boötes galaxy recedes another 90,000 miles. Yet all the THE NORTH AMERICA NEBULA IN CYGNUS. So called because its shape is slightly reminiscent of North America, this vast mass of gas shines by the same mechanism of fluorescence which causes the gas in neon signs to shine; ultra-violet light is absorbed by the gas and re-emitted in visible colors. The North America Nebula appears to be red, due to the filtering action of intervening material in space which removes the other colors radiated by the gas. The relatively dark areas in the nebula are regions where the gas is ionized, which cuts out the light of the nebula as well as background stars. Photographed with the 40-inch Schmidt camera at Palomar THE RING NEBULA IN LYRA, MESSIER 57. The famous planetary; a familiar object to most amateur astronomers, since it can be seen with relatively small telescopes. Even in large instruments, however, it appears as an almost colorless ring, due to the fact that it is composed entirely of hydrogen. Only high-speed color film, exposed in powerful telescopes, can record these delicate hues. The blue star at the centre of the ring is the source of powerful ultra-violet light, which causes the gas on either side of it to glow. Hydrogen and oxygen are the major constituent gases in such nebulae. Photographed with the 200-inch Hale reflector at Palomar A bright, ring-shaped nebula with a blue center and reddish outer rings, set against a starry background. 206 A diagram showing Hubble's classification of galaxies. - E: Ellipticals (Eo to E7) - S: Spirals (Sa, Sb, Sc) - SB: Barred Spirals (SBa, SBb, SBc) HUBBLE'S CLASSIFICATION OF THE GALAXIES: ellipticals (Eo to E7), spirals (Sa, Sb, Sc), and barred spirals (SBa, SBb, SBc) evidence points the same way. Unless there is a major mistake, and the red shifts are not Doppler effects at all, the estimated velocities must be at least of the right order. There is no suggestion that our Galaxy is in any way a special case. The spectroscopic measures show that each cluster of galaxies is receding from each other cluster, so that the whole universe is expanding. Light moves at 186,000 miles per second, and therefore the Boötes galaxy is speeding away at almost half of optic velocity. Very recent work indicates that we may have probed even farther, and photographed galaxies which have a motion of recession greater than this. There must be a limit; if the speeds continue to grow with increasing distance, there will come a time when we cannot see any more galaxies moving away from us at the speed of light per second. This raises even more difficulties, but at least we can be sure that a galaxy moving away from us at the speed of light would not be visible at all. Its light would never reach us, and it would have passed over the boundary of the observable universe. No telescope in the world is capable of photographing galaxies much beyond 5,000 million light-years; even the Russian 236-inch reflector, now under construction, will be inadequate, though of course it will add greatly to our knowledge. But perhaps we have a new development which may help us to solve at least some of the outstanding problems. This is radio astronomy, which began only in the 1930's but which has already more than proved its worth. CLUSTER OF GALAXIES IN HYDRA, photographed with the 300-inch Hale reflector at Palomar. Foreground stars of our own Galaxy are shown, but many of the blurred patches are due to remote external galaxies, each of which is composed of perhaps 100,000 million Suns 26 # the story of radio astronomy A YAGI ARRAY, the simplest form of radio telescope **THE COLOR OF LIGHT depends on its wavelength. As we have seen, red light has a longer wavelength than blue or violet. The unit of length is the Angström, named in honor of the Swedish physicist Anders Ångström, who was born in 1814 and died in 1874, and who followed up the work of Kirchhoff, carrying out many valuable experiments. One Angström unit is equal to one hundred-millionth of a centimetre. Red light has a wavelength of about 6000 Angströms. Now suppose that we have radiation whose wavelength is longer than 7600 Å? It will not affect our eyes, and so we will not be able to see it, but it will be measurable in other ways. Most people are familiar with the lamps used in hospitals. The radiation emitted by these lamps is infra-red, and is simply too 'long' to be seen visually. Similarly, short waves below 4000 Å, the ultra-violet, are invisible to the eye. It is rather surprising to find that the range of visible light, from 7600 to 4000 Å, is only a very small part of the electromagnetic spectrum. Beyond the ultra-violet, we have the invisible X-rays and gamma-rays; beyond the infra-red, we have radio waves. To make matters worse, there are layers in the upper part of the Earth's atmosphere which block out most of the electromagnetic spectrum. In other words, all the radiation coming from space does not reach us at all, but is stopped by the atmosphere. We have the so-called optical window, which includes the visible light from red to violet, and some distance into the infra-red and ultra-violet; we have the radio window, which allows some of the much longer waves to pass through. But this window is not a 'window' at all—nothing—so long as we stay on the surface of the Earth. To study the universe from space, we must send our instruments up above the troublesome absorbing layers. Modern rockets are able to do this without the slightest difficulty, but the situation was very different in the year 1931, when a young research worker named **THE ELECTROMAGNETIC SPECTRUM.** The central strip is the 'optical window', indicated by a dotted line. This means that 'see' only a very small part of the total electromagnetic spectrum. The Earth's atmosphere will pass only visible light (the optical window), and some infra-red and ultra-violet (the radio window). This is one reason why research with high-altitude instrumented rockets and space-probes is now so important. **OPTICAL WINDOW**
ATMOSPHERIC ABSORPTION ATMOSPHERIC ABSORPTION RADIO WINDOW IONOSPHERIC ABSORPTION
Y-RAYS X-RAYS ULTRA-VIOLET INFRA-RED RADIO WAVES
100,000,000 cm.
1,000,000 cm.
4100,000 cm.
2 cm.
10,000 m.
THE 250-FOOT RADIO TELESCOPE OF THE UNIVERSITY OF MANCHESTER, which was opened at Jodrell Bank, in Cheshire, in 1957. It is the largest 'disk'-type radio telescope in the world, and is designed for automatic following of celestial objects across the sky. It is made of steel, and weighs 2,000 tons the story of radio astronomy 209 Above left RADIO TELESCOPE AT ARCETRI. One of the Italian radio telescopes, at Arcetri Observatory, is very different in type from the 'dish' instrument such as the 250-foot paraboloid at Jodrell Bank. Photography by Colin Roman, 1963 Above right TOTAL ECLIPSE OF THE SUN, October 2, 1959, photographed from a McDonnell F-8J jet aircraft at an altitude of 45,000 feet. Radio astronomers are particularly interested in solar eclipses. SOLAR RECORDING RADIO TELESCOPE at F. W. Hyde's private radio astronomy observatory at Clacton, Essex. Photograph by Patrick Moore, June 1961 Karl Jansky made a discovery which ranked among the most important of the twentieth century. Karl Guth, Jansky was born in Oklahoma, in the United States, in 1905. His father was of Czech descent, but had settled permanently in America and had become a Professor in the University of Wisconsin. Karl Jansky took his degree in physics at the same University, and then joined the Bell Telephone Laboratories. His main work was to carry out research into problems of short-wave radio communication, and he was particularly concerned with 'static'. Static, known commonly as 'hiss', and more specifically as 'hisising and crackling', is the radio operator's worst enemy, and the Bell authorities wanted to find out as much about it as they could. Jansky set up a strange contraption on a farm at Holmdel, New Jersey. It was an experimental radio aerial, looking somewhat like the shape of an aircraft wing, and it was driven round by means of a motor-driven wheel. The wheel was a modified Ford car. Jansky's 'merry-go-round', as it was nicknamed, was designed to investigate static, but it achieved something much greater than anyone could have hoped. There was plenty of static. There was radio noise due to near-by thunderstorm activity, and more noise due to more distant storms over 100 miles off. There was also a third noise; a very weak, steady hissing that remained. The cause of this noise presented a puzzle for some time. It was not close at hand, and it seemed to come from a definite point in the sky. The source-point moved from day to day, and eventually Jansky found the answer. The hiss came from the Milky Way; more accurately, from that part of the Milky Way which lies in the constellation Sagittarius. Let us go back for a moment to the shape of the Galaxy. We KARL JANSKY'S 'MERRY-GO-ROUND', the first true radio telescope. It was with this equipment that Jansky first detected radio waves from the Sun, and so founded the science of radio astronomy. Jansky believed so, and he published his results. Technical journals referred to them, and on May 5, 1933, when the news was released, the world was shocked about it. It is very curious, then, that little attempt was made to follow the matter up. It is even stranger that Jansky himself did almost no further research in radio astronomy, the science which he had created. He published a few more results in 1937, but after that he abandoned the problem altogether. He died in 1949. One thing must be made clear at once. Sound-waves are carried by air. There is no such thing as sound-waves above 30 miles above the Earth at most, and so no sound-waves can cross space. Jansky's radio hiss was produced inside the instrument itself, and was merely a means of recording the long-wavelength radiations. This also applies to modern radio telescopes of all kinds. We cannot 'hear' noise from space, but merely pick up the radiation and then convert it into a hiss. (In these days, better recording methods are available.) Professional astronomers of the time were uninterested, and Jansky's pioneer work was almost ignored. Fortunately it was followed up by a brilliant amateur, Grote Reber, who was by profession an electrical engineer. He had been born in Chicago in 1911, and even when still a boy had built powerful transmitters with which he communicated with other radio enthusiasts all over the world. In 1937 Reber turned his attention to the problems of what he called 'cosmic static', and he built the first modern-type radio telescope. It consisted of a 'dish' or parabolic metal mirror, 31 feet 5 inches in diameter, operating on a wavelength of about 2 metres. The mirror focused radio waves just as the mirror of an ordinary telescope focuses light waves, but of course no visible image was produced. One does not 'look through a radio telescope'. Reber confirmed Jansky's discovery of radio waves from the Sagittarius star-clouds. He also found other sources in Cygnus, Cassiopeia, Canis Major and Argo. What did surprise him was STAR-FIELDS IN THE MILKY WAY, photographed at Mount Wilson the story of radio astronomy 211 A 17-foot "dish"-type radio telescope in Australia. It operates at a wavelength of 1 to 2 meters. 17-FOOT 'DISH'-TYPE RADIO TELESCOPE IN AUSTRALIA. IT OPERATES AT A WAVELENGTH OF 1 TO 2 METERS. that these sources did not agree with the positions of visible stars. For instance, no radio waves could be detected from Sirius, Vega or other brilliant objects; yet a part of the sky in Cassiopeia, unmarked by any bright star, seemed to send out strong radio waves. Reber published some of his findings during the years between 1940 and 1945, when the war was going on. Later he set up some equipment on Haleakala, an extinct volcano in the Hawaiian Islands, to study radiation of even longer wavelength, and in 1954 he went to Australia to continue his researches. Modern radio telescopes make his original 31-foot 'dish' look very small, but there can be no doubt that the greatest pioneer of radio astronomy was Reber. One of Reber's early ideas was to bounce energy waves off the Moon and record the 'echo'. He was not successful at the time, but radar developments during the war paved the way for spectacular advances in true radio astronomy. If you go into a darkened room and shine a torch on to the far wall, you will see the wall, because it reflects the light back to your eyes. But if you shine a torch on to a mirror, you do not get a complete one, with the way in which a tennis-ball rebounds from a wall and so may be caught. If then we send out a radio 'pulse', it ought to be possible to record the 'echo' as the pulse hits a solid object and is reflected back to the transmitter. This is the principle of radar, originally known as radiolocation. The method was developed during the Second World War, mainly by British scientists. It allowed the various ground forces to detect enemy aircraft and to give the range and direction of attacking machines; it also led to various new instruments used in navigation. To give further details about radar would be beyond the scope of the present book; suffice to say that it was discussed by R. A. Watson Watt as long ago as 1855, so that it is almost as old as radio itself. The first recorded use of radar echoes have indeed been received from various celestial bodies. The Moons echoes were first recorded in 1946 by the Hungarian scientist Z. Bay, and since then many experiments have been carried out in Britain, Australia, the United States and Russia. Radar echoes have also been received from Venus. In addition, meteors may be studied by radar, since the trail left by a meteor as it plunges through the atmosphere is similar to that left by a meteorite and follows the manner of a solid body--though of course, it lasts for only a second or two. One interesting discovery has been that many meteor showers occur in the daytime. Such meteors cannot be seen (unless they are exceptionally brilliant), but radar is unaffected by the lightness of the sky and is equally unaffected by cloud. In consequence, radar has largely superseded the old method of visual meteor-watching. Radar was first used for navigation swinging during the year 1942, when the war was at its height. British anti-aircraft gunners were using radar to detect approaching German machines, but it was found that some mysterious 'jamming' was periodically upsetting all the equipment. It was suggested that the Nazis might have invented some means of putting the radar out of action, and a PULKOVO RADIO TELESCOPE. One of two Russian radio telescopes at Pulkovo Observatory in Leningrad. The feature is a 'rail' aerial of 90 separate sheets; it has high resolution, and works at a wavelength of 2 to 5 c.m. Photograph by Patrick Moore, 1960 PULKOVO RADIO TELESCOPE. ONE OF TWO RUSSIAN RADIO TELESCOPES AT PULKIVO OBSERVATORY IN LENINGRAD. THE FEATURE IS A 'RAIL' AERIAL OF 90 SEPARATE SHEETS; IT HAS HIGH RESOLUTION, AND WORKS AT A WAVELENGTH OF 2 TO 5 C.M. PHOTOGRAPH BY PATRICK MOORE, 1960 THE JODRELL BANK RADIO TELESCOPE, viewed from the control desk. As well as recording radio waves from space, the telescope has been used to track the various artificial satellites and space-probes launched since 1957 THE SATELLITE TRACKING STATION AT ZVENIGOROD, U.S.S.R. This station, near Moscow, is used by Soviet scientists for optical tracking of both Russian and American space vehicles. Photograph by Patrick Moore, 1960 A view of a satellite tracking station with several small buildings and a large telescope in the foreground. THE MAIN CAMERA-TELESCOPE AT ZVENIGOROD TRACKING STATION. A more detailed view of the main instrument at Zvenigorod. There are, of course, a number of camera-telescopes at the tracking station. Photograph by Patrick Moore, 1960 214 research team under J. S. Hey undertook to find out what was happening. It did not take Hey and his colleagues long to find out the source of the jamming. It did not come from a German transmitter; it came from the Sun. Years earlier Karl Jansky had looked for radio noise from the Sun, and had failed to find it. This was not Jansky's fault. His work had been done near the time of a sunspot minimum, when the Sun was at its least active. In the early 1940's, when Hey investigated the matter again, there were more frequent large sun-spots, and these produced bursts of radio noise. Most powerful of all were the flares, short-lived phenomena at a higher level than the spots. When Hey first made his discovery, it came under the heading of a military secret. Other nations on both sides were busy working at radar development, and very little more research in pure radio astronomy could be done until the war was over. As soon as possible after the end of fighting, scientists turned back to the radio-investigations which they had begun. By now it was clear that the new methods could add tremendously to our knowledge, and the importance of the pioneer work of Jansky and Reber was at last realized. An American, George Ellery Hale, was mainly responsible for the world's greatest optical telescopes, including the Palomar 400-inch. In radio astronomy Hale's role has been played by a Briton - Professor Sir Bernard Lovell, one of the radar pioneers. Just as Hale planned instruments of greater size and power than any built in earlier years, so did Lovell. The aim this time was a giant radio telescope with a 'dish' 250 feet in diameter. Lovell had to face immense difficulties. There were the usual money troubles; Britain, after all, had been financially crippled by the war. Moreover, radio astronomy was still a relatively new science, and there were many problems of design and construction of design problems. By his personal enthusiasm and technical skill, and helped by a brilliant research team including R. Hanbury Brown, another of the radar pioneers, Lovell overcame the difficulties one by one. The 250-foot 'dish' was built, and set up at the Jodrell Bank Research Station near Manchester. I remember going to Jodrell Bank when the construction had barely started. It was a vast site; there was a vast circular track, and complex equipment of all kinds. I felt that the telescope is complete, it is more impressive still, and there is nothing else in the world to compare with it. Other similar telescopes are under construction in America and (presumably) in Russia, and there are excellent instruments in Holland also. But all these owe a great deal to the work of Lovell and his team on the Jodrell Bank site. The 'dish' focuses radio waves, just as an optical mirror focuses light waves. The focal point is the tip of a 60-foot-long metal rod or dipole which sticks out from the centre of the disk; the radio waves coming from space are reflected to this point, and are amplified. They are then passed to an automatic pen which records them on a moving chart paper. Not all radio telescopes have 'dishes'. There is, for instance, LONG-ENDURING METEOR TRAILS, which act as reflectors of radar pulses. By radar studies, our information about meteors has been vastly extended during the last two decades the story of radio astronomy 215 MILLS CROSS. Not all radio telescopes are dishes. The Jodrell Bank 20-foot instru- ment is of course a paraboloid, the Anctcri radio telescope and the instrument at the Crater are quite different in nature. This photograph shows a Mills Cross, set up in Australia A record of the radio emission from Jupiter, showing time-intervals in seconds. RECORD OF RADIO EMISSIONS FROM JUPITER. The scale gives time-intervals in seconds STRONG RUMBLE DOUBLE CRACK WEAK RUMBLE 30 20 10 0 A record of the radio emission from Jupiter (observed from the Ohio State University Radio Observatory). MILLS CROSS: looking along the north- south arm the Mills Cross type, named in honor of the Australian scientist Bernard Y. Mills, who was one of the main designers (another was Britton, M. Ryle). Here we have two rows of aerials set up perpendicular to each other. The first receives the radio waves from one area of the sky; the second receives the waves from another part. If both rows are receiving together, there will be double strength signals corresponding to the centre of the cross. If the rows are connected so as to work in opposition, the strength in the centre of the cross will be zero, since one row will cancel out the other. By rapidly changing the position of these rows, frequencies are rapidly changed from one position to the other, and the current in the centre of the cross will vary up and down when a radio source lies in the position defined by the centre of the cross. By this method the position of the radio source itself can be worked out. Now let us see what sorts of objects send out radio waves. The Sun is one source. Another, surprisingly, is the planet Jupiter; it is thought that the waves from the Giant Planet may be due to electrical 'thunderstorm' activity in the Jovian atmosphere. Radio waves from Saturn have also been reported. If these are confirmed, they too may be due to 'thunderstorms' in the planet's atmosphere. Yet most radio sources lie far beyond the Solar System. One, of particular interest, is the Crab Nebula, Messier 1 in Taurus—the wreck of the supernova observed by Chinese astronomers in 1574. There is also a radio source which corresponds closely to the position of the supernova studied by Kepler in 1604, and it is suggested that yet another source, in Cassiopeia, may be due to the remains of Tycho's Star of 1572. There is nothing surprising in this. Supernovae are the most tremendous cosmic outbursts known to us, and the disturbed gases and materials may be ex- pected to emit radio waves for many centuries after the 'explosion'. A starry night sky with a nebula in the center, surrounded by numerous stars. THE CRAB NEBULA, MEISSNER I IN TAURUS. Here we see the result of a stellar explosion which occurred nearly 5,000 years ago. In the year 1680, with the explosion was not observed until nearly 4,000 years after it had taken place. On the morning of March 13, 1680, the Chinese observers, shining with a brightness 100 million times greater than previously. After several months it faded below naked-eye visibility. The Crab Nebula is still expanding at a rate which would take it to the nearest star in about 70,000,000 miles each day. High-energy electrons, still moving about rapidly as a result of the explosion, cause the centre of the nebula to emit light and at the same time cause the wispy filaments of gas to shine with characteristic color. Photographed with the 200-inch Hale reflector at Palomar. Another very strong radio source is known as Cassiopeia A. It does not correspond with any bright star, or with any recorded supernova. It seems to be about 10,000 light-years away, and the Palomar reflector has been able to photograph a very faint luminous cloud of gas in the exact position of the source, but the reason why this gas-cloud is so powerful a radio emitter is not definitely known. Then, too, there is the source located at the galactic centre, first recorded by Jansky. We know that there is a great deal of gas spread through the Galaxy. Of this gas, hydrogen is by far the most plentiful, and tens of thousands of hydrogen clouds, each some 30 light-years across. It is of course extremely cold, and also extremely rarefied; there are less than ten atoms per cubic centimetre, which is a low density judged by any standards. Nevertheless, in 1944 a Dutch scientist, Hendrik van de Hulst, predicted that this hydrogen should be sending out radio waves on a length of 21-t centimetres. He knew that it would be weak and hard to detect, but he believed that it would be found. At the time, van de Hulst was unable to carry out experimental work. The Germans occupied Holland, and scientific research was at a standstill. It was not until 1951 that two Americans, H. Ewen and E. Purcell, managed to detect the 21-t-centimetre radiation; but when they did, it proved to be most important. Interesting gas clouds plentiful in all arms of any galaxy. Moreover, if it is ionized, it will yield Doppler shifts in the same way as visible light. By plotting the positions of the hydrogen clouds, and observing their Doppler shifts, radio astronomers were able to prove what had already been suspected—that our own Galaxy is spiral in form. By now five definite spiral arms have been traced, and in addition we can receive radio waves from the galactic nucleus—since these waves are not blocked by obscuring matter. We can see the way in which the story has unfolded. Herschel gave a good idea of the disk-shape of the Galaxy; the distribution of bright stars of early spectral type indicated the possibility of a spiral form, and radio astronomy proved it. There is, after all, a strong link between Herschel and van de Hulst. Beyond the Galaxy lie other radio sources. One of these is the Great Radio Nebula in Cygnus A. In 1932 Van Allen predicted that radio waves would one day be received from the Spiral, and his forecast has come true. But what of the remarkable source in the Swan, known as Cygnus A? Apart from Cassiopeia A, it is the most intense radio source in the sky—but its distance is much greater. One estimate places it at 200 million light-years. The answer has been found. Cygnus A is not one object, but two. It consists of two galaxies which are colliding and are passing through each other at a speed of something like 600 miles per second. The idea of colliding galaxies conjures up a picture of a super-inferno, with stars meeting each other head-on. This is a long way from the truth. Even in the most densely-populated part of a galaxy, the stars are still widely separated, and actual collisions can seldom occur. There is an analogy with two orderly crowds moving through each other, and passing in different directions. the story of radio astronomy 217 RADIO SOURCE CASSIOPEIA A., a particularly intense source. (This is a negative photograph.) The emission is due to distributed masses of gas, and there is no bright visual object 218 the story of radio astronomy A negative photograph of a starry sky, with a faint object labeled "RADIO SOURCE CYGNUS A. Another intense radio source. This is a negative photograph, obtained at Palomar". Unless the people are very closely packed, there will be no actual collisions, and there is no close packing in the stellar population. However, the dust and gas between the stars will be colliding all the time during an encounter between two galaxies, and it is this which produces the radio waves received by our instruments. Other radio sources too have now been identified with colliding galaxies. In some ways a radio telescope is more powerful than an optical telescope. (In other ways it is of course, much less efficient, as it has much lower resolving power.) Cygnus A is a faint object even with the Palomar reflector. If it lay at ten times its actual distance it would be 2,000 million light-years off, which is about what the real distance of Cygnus A is. Galaxies in Hydras Optically Cygnus A would then be well beyond the range of the Palomar telescope, but its radio emission could still be detected. In fact, radio astronomy can reach out farther than optical astronomy—and this brings us to our best hope of clearing up one of the major problems of modern science. We can trace the life-story of a star: we may make many errors, but at least we seem to be on the right track. All theories begin with 'gas and dust', out of which the stars condense. But what about the galaxies themselves? How did they begin, and what is the origin of the universe? So far nobody has the answer, but there are two theories which have caused strong (and sometimes heated) discussion in recent years. One is the 'evolutionary' theory, based on the work of men such as the British physicist George Lemaître. It is supposed that all the material in the universe was originally concentrated into immensely dense 'primeval atom', and that between 20,000 million and 60,000 million years ago this 'primeval atom' exploded, sending its material outward in all directions. Expansion went on for thousands of millions of years, and gradually the clusters of galaxies were formed. For a time there was a balance between expansion and contraction; then, about 9,000 million years ago, something happened tipping the balance in favour of expansion, so that the galaxies are still receding from each other. We can indeed show that if the present rates of expansion have gone on far into the past, all the galaxies must have been relatively close together 9,000 million years ago. Unfortunately we are still quite in the dark as to how all the material was created in the first place. On the evolutionary theory, the universe had a definite beginning, and will have a definite end; eventually the galaxies will be so far apart that they will be receding from each other at the speed of light, and will be unobservable from each other. Eventually, too, all the stars in the galaxies will die, and we will be left with a dead universe. The second theory is that of the 'steady-state' universe. It is due to a group of astronomers who worked at Cambridge, including F. Hoyle, T. Gold and H. Bondi. Here we have no definite beginning; the universe has always existed, and will exist forever. New matter is being created out of 'nothingness' all the time, so that as old galaxies die, new ones will take their place. Of course, the process will be very gradual. Matter is created in the form of A black-and-white photograph showing a cluster of galaxies with a bright central galaxy labeled "N.G.C. 1275; ONE OF THE MEMBERS OF THE PERSIUS CLUSTER GALAXIES", photographed with the 200-inch Hale reflector at Palomar. This galaxy is a radio source". hydrogen atoms, and there is no chance of our being able to detect it, any more than one could detect the formation of a single grain of new sand in the Sahara Desert. We have here another case where the difficulty that nobody can suggest why fresh material should appear out of nothingness; but this also applies to the evolutionary theory. If, as Lemaître supposed, we began with the primeval atom, this primeval atom must similarly have been created out of nothing. On this score, the one idea is as reasonable as the other. On the steady-state theory, the average amount of matter in any given volume of space has always been the same, so that (say) 9,000 million light-years away, it would have been as wide apart as they are now. Yet on the evolutionary theory, the galaxies were much more crowded 9,000 million years ago. We cannot travel in time—but we can look back through time. If we observe a galaxy 9,000 million light-years away, we are seeing it as it used to be 9,000 million years ago. Suppose, then, that we study galaxies at this distance! If they prove to be more closely crowded than those which are nearer to us, then the evolutionary theory is right. If there is no crowding, then the steady-state theory wins the day. The Palomar reflector can reach out only about 5,000 million light-years, which is not enough. Neither is it certain that we can build optical telescopes of sufficient light-gathering power, at least until we can set them up beyond the Earth's atmosphere—either in space or on the ground. Radio telescopes are not similarly hand-capped, and it is to radio astronomy that we must turn for any hopes of a speedy solution. In 1961 M. Ryle, at Cambridge, announced some important results obtained by the radio astronomers at the University. Analysis of very weak—and so, presumably, very distant—radio sources indicated that they were "colliding", which sup- ported the evolutionary theory rather than the steady-state. It seems, therefore, that the steady-state theory has failed its first direct test. Yet the observations are incomplete and uncertain, and there may be a considerable margin of error, so that the last word has by no means been said. We cannot yet say definitely whether the universe resembles a giant clock which is running down, or whether it is more like a clock which is being continuously re-constructed. Whether we will ever solve the mystery of the creation of the universe remains to be seen. Meanwhile, investigations continue all the time, and our first successes are due to radio astronomy—the young science which was born on that day in 1931 when Karl Jansky used his 'merry-go-round' to detect the weak emission due to radio sources in the Milky Way. the story of radio astronomy 219 **CHRISTIANSEN INTERFEROMETER AT SYDNEY, AUSTRALIA. This is yet another type of radio telescope; it may be com- pared with the instruments at Jodrell Bank, Arcetri, de Grasse and elsewhere** **S.G.C. 4998-2: COLLIDING GALAXIES photographed with the 4-inch Schmidt camera at Palomar. The two galaxies are 'passing through' each other, and the gas and dust between the stars is colliding all the time, so producing the radio emission** # 27 Life in the universe A DIATOM. Diatoms are microscopic plant-like organisms which surround themselves with elaborate silicate shells. Like other plants they can trap solar energy at light and use it for building themselves up from simple chemicals. MODERN TELESCOPES, both optical and radio, can reach far out into space. We can photograph galaxies thousands of millions of light-years away, and we can measure the luminosities of stars whose light started on its journey towards the Earth long before life appeared on our world. Yet what of 'life' itself? Are we alone in the universe, or is our civilization only one of many? Before we go any further, let us make sure what we know about 'life', so that we can narrow down our search as much as possible. We know that life in the universe is made up of a comparatively few fundamental substances or elements; ninety-two are known to occur in nature. Of all the various types of atoms, only one is able to produce the very complex atom-groups which are needed for living matter. This is the atom of carbon. All organic material, then, must be based on carbon. Many other elements are involved, but carbon is the fundamental element for this purpose, wherever it may be found, is similarly dependent on the carbon atom. In this case it must be of the same kind as the life we know on Earth. This may seem a sweeping statement—and indeed it is; may well prove to be much too sweeping. First, it is worth noting that the silicon atom is a fairly good 'builder'. It is not nearly so efficient as carbon, and we have no evidence of the existence of silicified life; but according to some scientists, the possibility does exist. There is another argument which is always raised in any discussion of life on other worlds. It runs as follows: 'Why should we say that all life in the universe must be built on the same pattern as ours? There may be intelligent races of quite different kind.' The argument is plausible enough, and is impossible to disprove. Yet it has no real evidence to have, and gives the most reasonable interpretation on which we have got. That these alien creatures do not seem at all probable, either in our Solar System or beyond. If they exist, they must be built upon a pattern which we cannot understand, and so it is pointless to speculate. There is no proof that alien life-forms exist anywhere, and there is considerable indirect proof that they do not. We can conclude that life need not be of human form. All we can say is that according to modern evidence, an extra-terrestrial being would be made up of familiar elements, and would be based—as we ourselves are—upon carbon. Having made this point, we can start to look round for worlds which might be expected to support life. There are two essential qualifications. A life-bearing world must be neither too hot nor too cold; intense heat breaks up organic molecules and destroys their vital activity. It is also necessary to have an atmosphere, preferably one which contains a reasonable amount of oxygen and water-vapor. Obviously we can rule out the stars, which have surface temperatures of several thousands of degrees. Of the nine planets in the A COLLECTION OF MICRO-ORGANISMS WILDBLINDS AND DAMP SOILS. Most of these are minute with plant-like organisms, and because they possess chlorophyll they can trap and use the energy of sunlight. Organisms like these require a lot of energy must form an important part of the world of life on any planet, and it is reasonable to expect them to appear on planets identical forms as plants other than Earth. Unlike terrestrial plants, photosynthetic organisms such as cyanobacteria do not release free oxygen, and in this way may resemble our photosynthetic bacteria. A DIATOM. Diatoms are microscopic plant-like organisms which surround themselves with elaborate silicate shells. Like other plants they can trap solar energy at light and use it for building themselves up from simple chemicals. life in the universe 221 Solar System, five (the giants, and Pluto) are too cold, while Mercury has practically no atmosphere. The asteroids are airless, and so are the satellites—except for Titan, which must be rejected because of its low temperature. Apart from the Earth, the only Venus and Mars seem to be worlds resembling Earth. Mars has always been regarded as the most promising as we have seen, many astronomers believe the dark tracts to be due to living organisms. Few scientists now believe in Lowell's intelligent Martian canal-builders, and analysis has shown that the atmosphere of the planet is too thin and too poor in oxygen to support men or animals of Earth type, but it would be unsafe to rule out the possibility of much more primitive creatures than man. Venus is a world of carbon dioxide, probably no more advanced than our mosses or lichens. Whether it is genuinely like any Earth plants remains to be seen. With Venus, our knowledge is so slight that we are reduced to little more than guesswork. If oceans exist there, there may be simple marine life. We must remember that life on Earth began in the seas, and that in the Pre-Cambrian period, more than 500 million years ago, the Earth's atmosphere contained mainly carbon dioxide and water vapour than is the case now. In fact a modern man would be unable to breathe a 'Pre-Cambrian' atmosphere. It was only in later ages that plants spread on to the land and removed much of the carbon dioxide, replacing it by free oxygen by the process known to scientists as photosynthesis. Animals breathe in oxygen and expel carbon dioxide; plants do the reverse, taking in carbon dioxide and supplying oxygen, so that the amount of oxygen on our times remains more or less constant. Venus may be a world in a 'Pre-Cambrian' state, and it is at least possible that life will eventually develop there just as has happened on Earth, though we cannot be at all certain. To sum up: in the Solar System, there are only two planets apart from the Earth which might possibly support life. On Mars there seems no vegetation', but intelligent being are improbable. (Whether a Martian civilization exists or not has now died out we do not know, but the evidence is rather against it.) Venus seems unsuitable for anything except, possibly, very lowly single-celled marine creatures. Yet can there be planetary systems circling other stars? There have been many theories about the origin of the Solar System. One such popular Hypothetical, was put forward in 1796 by Pierre Simon Laplace, a leading French mathematician. According to Laplace the system began as a vast gas-cloud, disk-shaped and in rotation. As the cloud cooled down, it shrank; and as it shrank its rate of spin increased, until the centrifugal force at the edge became equal to the gravitational pull there. At this stage a ring of matter broke away from the main mass, and gradually this ring condensed into a planet. As the shrinkage continued, another ring broke away from this planet and broke away from this planet and condensed into another planet, and so on. The final result was a central Sun surrounded by a family of smaller bodies. The theory seems reasonable enough, but unfortunately there are strong objections to it. For one thing, a gaseous ring formed in such a way could not possibly condense into a planet. A circular diagram showing a polar view of Mars with canals drawn around it. THE SOUTH POLAR AREA OF MARS, 1888, according to Schiaparelli; many canals are shown A drawing of a bird-like creature flying over a landscape. DRAWING OF MARS BY LOWELL. Here we see the canal network in its most developed form MARS, 1909, DRAWN BY E. M. ANTONIADI. The telescope used was the Mendon 35-inch refractor. The difference between Antoniadi's drawing and those of Schiaparelli and Lowell is very obvious. 222 life in the universe In 1900 two American scientists, Chamberlin and Moulton, put forward another theory, according to which the planet-forming material was pulled off the Sun by the action of a second star which passed near by. This 'tidal' theory was modified by Sir James Jeans, and will be well remembered by many people not only for his astrophysical researches but also for his popular books and broadcasts. This time we have an encounter between the Sun and a passing star which resulted in a 'tongue' of matter being pulled away from the Sun. After the second star had gone on its way, the 'tongue' broke up into pieces, each of which became a planet. An attractive feature of Jeans' idea is that the 'tongue' would have been thickest in the middle, which is where we find the largest planets, Jupiter and Saturn. Here again there are mathematical difficulties. Although the tidal theory still has its supporters, most scientists agree that it cannot be correct. F. Hoyle once suggested that the Sun formerly had a binary companion, which turned into a supernova. Hoyle went on to calculate that the effects of the explosion would give what was left of the star a velocity of about 30 miles per second due to gravitational pull of the Sun. He suggested that just before its final departure it ejected a cloud of gas which the Sun managed to retain, and that the planets then condensed out of this material. The most favored theory at present is based on work by a German, Carl von Weizsacker, and a Russian, Otto Schmidt. They said it supposed that some thousands of millions of years ago the Sun passed through an interstellar cloud, and collected an envelope of matter out of which the planets and other bodies of the Sun's family were formed. It is too early to say whether this last theory is correct, but at least it seems to be promising. If we accept it, planetary systems must be common in space. What can happen to the Sun can happen to other stars as well. But one curious point is that a planet has no light of its own, and even a large body accompanying a relatively close star would be too faint to be seen even from Palomar. The only way in which such a body could be detected would be by its gravitational pull on the parent star. In 1942, K. A. Strand published results which showed that the fainter member of the 61 Cygni binary seemed to be 'wobbling very slightly'. It might be supposed that this might be due to the presence of a massive planet. The calculations showed that the mass of the invisible body ought to be about sixteen times as great as that of Jupiter. Another near star, 70 Ophiuchi, may be attended by a somewhat less massive planet. If two of our stellar neighbors prove to have planet-families of their own, we are entitled to suppose that many others exist. Indeed, it would be unreasonable to believe otherwise. Our Sun is one of them. The reason why we see it is because Galileo's telescope reflector is capable of photographing 1000 million galaxies. Therefore, the number of stars which we know to exist is 100 thousand million multiplied by 1000 million—and even this represents only one part of the universe. It is surely absurd to suggest JEANS' TIDAL THEORY OF THE ORIGIN OF THE SOLAR SYSTEM. The theory was accepted for many years until mathematical investigations have revealed so many weaknesses in it that it has now been rejected A diagram showing the relative sizes and positions of various planets in relation to the Sun. that in all this host, the Sun is unique in possessing a system of planets. If the number of planet-families runs into hundreds of millions, some of these worlds must be suitable to support life. Where the conditions are right, life may be expected to appear. At this moment, some astronomer living on a planet circling a far-away star may be turning his telescope towards the yellow star we call the Sun, and wondering whether it also may be the centre of a 'Solar System'. Interplanetary travel is a real possibility, but reaching the stars is another matter altogether, and may always remain beyond our power. The only way of contacting distant races would be by means of radio signals, which travel at 186,000 miles per second—and in 1960 some interesting experiments were begun by an American scientist, Frank Drake, using the 85-foot radio telescope at Green Bank, in Virginia. Drake surveyed all the comparatively close stars in an attempt to decide which of them might be attended by Earthlike planets. Very few of these stars, as the Red Dwarfs held out little hope; it was better to search for stars which are not too unlike the Sun. Two in particular caught his attention: Tau Ceti and Epsilon Eridani. Both are of magnitude $3\frac{1}{2}$, so that they are clearly visible to the naked eye; both are of spectrum type K$\alpha$, and both are about 11 light-years away. Tau Ceti is nearly half as luminous as the Sun, while Epsilon Eridani has about one-third of its solar luminosity. If these stars have planet-families able to support intelligent beings, radio astronomers may live there. In this case they will know about the cold hydrogen clouds in the Galaxy, and will be 'listening out' on a wavelength of 21-1 centimetres, which is the frequency of the radiation emitted by the hydrogen. Drake's scheme is to send out messages and see if anyone can arrange them so that they are obviously artificial transmissions. The idea is not entirely absurd, but it must be said that the chances of success are remarkably slight. For one thing, a radio wave will take eleven years to reach either Tau Ceti or Epsilon Eridani. If we assume that our transmission is received by a radio astronomer there, it will take another eleven years for a 'reply' to be received. Consequently, messages sent out in 1961 cannot bear any reply until 1972—so that even if we had no idea whether either star has a planet-family, or whether there is any real chance of intelligent life there. Reluctantly, we have to admit that the whole experiment is 'the longest of long shots'. Even so, there is no reason to doubt that intelligent life is widely scattered through the universe. The Sun is an ordinary star; the Earth is an ordinary planet; and neither is there anything remarkable about us when judged in terms of local biological intelligence scale, but it is a measure of our scientific advance during the last few centuries that we have come to realize how unimportant we really are. GROUP OF GALAXIES IN LEO, PHOTOGRAPHED WITH THE 200-INCH HALE REFLECTOR AT PALOMAR THE 85-FOOT RADIO TELESCOPE AT GREEN BANK, VIRGINIA, OPERATED BY THE ASSOCIATED UNIVERSITIES, INC., UNDER CONTRACT WITH THE NATIONAL SCIENCE FOUNDATION. NATIONAL RADIO ASTRONOMY OBSERVATORY, GREEN BANK, WEST VIRGINIA EXOSPACEHIRE 250 MILES UPWARDS # 28 rockets into space TO BRING OUR STORY up to date we must consider one more new development. This is rocket astronomy, which began a quarter of a century ago but which did not become a serious research tool until after the end of the Second World War. Hardly a month now passes without some startling new development. Rocket vehicles have been put round the Earth and also round the Moon; others have been sent into paths round the Sun, and many have been sent into space at enormous speed as a result. Yet it is commonly thought that the only purposes behind rocket research are to provide military weapons, and to send men to other worlds. Nothing could be further from the truth. Few scientists now doubt that it will be possible to reach the Moon within the next half-century or so, but at the moment our most valuable information comes from understanding the nature of the upper atmosphere. As long ago as the second century A.D., a Greek writer, Lucian of Samosata, wrote a story in which his heroes were sent to the Moon by the action of a waterspout, which caught the ship in which they were sailing and hurled it upward. Centuries later, a story by no less a man than Johannes Kepler described a lunar voyage. At about the same time an English bishop, Godwin, published an interesting fantasy in which a journey to the Moon was made on a raft towed by wild swans. Of course, these stories and other tales were what we now call 'science fiction', and although some of them (notably Kepler's 'Somnium') contained some interesting scientific forecasts, the suggested methods of space-travel were—to put it mildly—impracticable. In 1865 Jules Verne, the great French story-teller, in his book *From The Earth to The Moon* Verne planned to send his voyagers on their way by means of a space-gun. The projectile containing the travellers was put into the barrel of a vast cannon, and fired moonward at a speed of 7 miles per second. Verne always kept to the proper facts as much as he could, and many of the calculations in his story were correct. For instance, he selected the right starting velocity. Seven miles per second is enough to enable a projectile to break free of the Earth's gravitational pull. It corresponds to about 25,000 m.p.h., and is termed escape velocity. Unfortunately there were two things which Verne failed to take into account. If a solid body were made to move through the dense lower atmosphere at such a speed, it would be so violently heated by friction that it would be destroyed at once. Moreover, the choice of starting at seven miles per second would certainly kill the luckless pioneers. No human frame could endure so tremendous a jolt. Space-guns, then, are out of the question. Neither can we travel to the Moon by 'conventional' machines such as aircraft. An aircraft cannot function unless there is air round it, and above a height of a few miles there is so little atmosphere that for most METEOR BURN-OUT NOCTILUCENT CLOUDS HIGH TEMPERATURE BELT NACREOUS CLOUDS CIRRUS CLOUDS CUMULUS TROPOSPHERE CLOUDS SEA-LEVEL CROSS-SECTION OF THE EARTH'S ATMOSPHERE IONOSPHERE AURORA POLARIS (40-600 MILES) STRATOSPHERE NOCILUCENT CLOUDS HIGH TEMPERATURE BELT NACREOUS CLOUDS CIRRUS CLOUDS CUMULUS TROPOSPHERE CLOUDS SEA-LEVEL NO MOVEMENT EQUAL PRESSURE OF DIRECTION MOVEMENT THrust NO PRESSURE ESCAPING GAS PRINCIPLE OF REACTION rocks into space 225 purposes it may be disregarded. Most of the quarter-million mile flight to the Moon must be done in airless space. (Modern jet-aircraft are similarly limited, since their engines depend on being able to draw air into them.) Around the turn of the last century two men independently realized that the only way to reach the Moon was to use vehicles propelled according to what Sir Isaac Newton had termed the principle of reaction. In Germany, Hermann Ganswindt designed an extraordinary machine propelled by dynamite; in Russia, Konstantin Eduardovich Tiolkoski published the first papers outlining his ideas. Ganswindt must have been a good approximation to the traditional inventor of the story-books. Most of his ideas were wild in the extreme, and few of his inventions really worked. For instance, he designed a helicopter, driven by a falling weight; but as he could not provide it with an engine, it was hardly likely to prove successful. He also described a new type of fire-engine, and even an unusual method of shooting bullets from a pack with heavy steel cartridges filled with dynamite. Ganswindt's plan was to fire the explosive so that the upper part of the cartridge would bang against the top of the vehicle, thus knocking it up-ward. . . . A succession of such charges would, he reasoned, send the projectile into space, though in a rather jerky fashion. Ganswindt's space-ship is as far-fetched as Lucian's waterspout launcher. It is not unreasonable than Jules Verne's space-gun. Yet the germ of an idea was there, and it was fortunate that Ganswindt had neither the patience nor the clear-headedness to follow it up. He died in 1834. Tiolkoski was a very different sort of man. Unlike Ganswindt, he put forward his proposals in a truly scientific manner, and many of his theories still hold good today. DESIGN FOR A SPACE-SHIP BY TIOLKOSKI: K. E. Tiolkoski, the great Russian pioneer, produced various space-ship designs; this one is on exhibition at the Tiolkoski Museum at Kaluga, where he taught for many years. РАКЕТА К.Э. ЦИОЛКОВСКОГО A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. A diagram showing the principles of reaction propulsion. PREPARATIONS FOR FIRING VANGUARD PIONEER V. LAUNCHER. A 4-stage Thor-Able rocket blasting off from Cape Canaveral, Florida, carrying the space-probe Pioneer V in its nose. The 948-lb. (429 kg.) sphere, packed with scientific instruments was launched into a 361-day orbit round the Sun between the orbits of the Earth and Venus. This was the third of the artificial planets; the first two were the American vehicle Pioneer IV, and the Soviet Lunik I A rocket launching from Cape Canaveral, Florida. 228 rockets into space A diagram illustrating the principle of the rocket. It shows a rocket with a fuel tank at the top, an oxidant tank below it, pumps to move the propellants, and exhaust gases coming out of the bottom. The diagram also includes a combustion chamber and a chamber labeled "EXHAUST GASES". **PRINCIPLE OF THE ROCKET** He was the son of a forester, and was born at Izhhevsk, in the Russian province of Ryazanskii, in 1857. When he was a boy of ten he caught scarlet fever, and was left permanently deaf, which handicapped him all through his life. However, he was a skilful musician and learned to play the piano first at a small country school and then in the town of Kaluga. Tsniokovski's first published article on the possibilities of space travel appeared in 1903 in a monthly journal called *No-vitchimje Obserenije* (Science Survey). It caused almost no interest even in Russia, and nobody outside that country heard about it until years later. Yet it was of great importance, since it laid down many of the principles of the science we now term *aerodynamics*. What Tsniokovski had in mind was that a rocket does not need to be surrounded by air. The diagram will make this clear. The inside of a firework rocket, for instance, is packed with gunpowder; when the gunpowder is lit, hot gas is produced, and this hot gas rushes out through the exhaust, so propelling the rocket-body in the opposite direction. Tsniokovski realized that gunpowder rockets of this kind are inefficient. For this reason, he planned to use liquid pro-pellants. The two liquids, a fuel (such as petrol) and an oxidant (such as liquid oxygen) would be pumped separately into a combustion chamber; ignition would take place, and gas would be sent out of the exhaust as with the firework. Using a rocket motor of this kind would, he wrote, open up endless possibilities. He was certainly right. Moreover, his claim to fame does not rest on this invention alone; he did much else. Later he published many articles, containing ideas which seemed absurd at the time but which seem very far from absurd now. Of course he made mistakes, but generally speaking he was well ahead of his time. Tsniokovski retired from teaching in 1920. Four years later, when the idea of space-flight had really started to take hold of people's minds again, he published another article containing his original article, following it with new productions of many of his other works. Suddenly the shy, deaf ex-teacher became almost a national hero. His seventy-fifth birthday, in 1932—three years before his death—was marked by public celebrations, and Stalin sent him a telegram of congratulation. A photograph of the Earth from high altitude, taken from a rocket. It is a composite picture, but the curvature of the Earth's surface is clearly shown. PHOTOGRAPH OF THE EARTH FROM HIGH ALTITUDE, taken from a rocket. It is a composite picture, but the curvature of the Earth's surface is clearly shown. W SOUTH 270 rockets into space 229 Tsiolkovskii was not a practical experimenter. He never fired a rocket in his life, and probably never seriously considered doing so. Yet nobody is likely to dispute his right to the title of 'father of astronautics'. Some years after the publication of Tsiolkovskii's first article, an American scientist, Robert Hutchings Goddard, began to turn his attention to rocketry. He had been born in 1882, at Worcester in Massachusetts, and had become Professor of Physics at Clark University. In 1914 he started serious experimental work, but the war intervened, and not until after the Armistice was he able to continue with his own research. Then, in 1919, he published a monograph entitled *A Method of Reaching Extreme Altitudes*, in which he discussed the use of rockets for upper atmosphere studies, and also suggested that it might be possible to send a vehicle to the Moon. He did not discuss a manned rocket; he was concerned with something much less ambitious—a small vehicle carrying a charge of flash powder which would cause a visible spark as it hit the lunar surface. The Moon-rocket proposal caused a tremendous amount of interest, and was reported in various American daily papers. Goddard was not pleased. He hated publicity in any form, and in any case he thought—rightly—that the Press was paying too much attention to the 'lunar shot' idea and too little to the immediate task of exploring the upper atmosphere of our own world. After that, he did his best to keep himself out of the public eye. On March 16, 1936 he actually fired the first liquid-propellant rocket. It contained liquid hydrogen and liquid oxygen, and rose modestly to a height of 200 feet, attaining a maximum speed of 60 m.p.h. It caused no comment at the time simply because almost nobody knew about it. Goddard published a report four years later, but it was not until 1936 that the date and nature of his pioneer experiment became generally known. Meanwhile a remarkable book had been produced by a Russian teacher, Hans von Oberth. Oberth appeared in 1923 under the title of *Rakete zu den Planetenrümmen* (The Rocket into Interplanetary Space). It was mainly mathematical, but it quickly became something of a best-seller, because Oberth treated the whole space-travel problem in a properly scientific way. GODDARD'S ROCKET LAUNCHER AT ROSWELL, 1934. Goddard, the first man to fire a liquid-propelled rocket, was one of the greatest of the pioneers in this field. T NORTH MILES TOTAL ECLIPSE OF THE SUN, February 15, 1961, photographed from Florence by Colin Roman. The corona, shown here, is visible only on the Sun's surface only during totality; full investigations of the Sun's surround- ings depend on future research with rocket vehicles. PHOTOGRAPHS OF THE AURORA BOREALIS (Northern Lights) ORBIT OF THE AMERICAN SATELLITE ECHO 1, launched on August 12, 1960. This was a sphere 100 feet in diameter, and in its first journeys round the Earth had a period of 18 minutes, with a height varying between 345 and 170 miles. It took the form of a hollow sphere, because the radiation pressure of the highly reflective metallic lamina- tion. Its mass was therefore very slight, and it was perturbed by the effects of light-pressure from the Sun; this radiation pressure is virtually negligible for more conventional satellites with their much larger masses. The Echo was also subject to atmospheric absorption atten- tion, since it shone more brightly than a 15-magnitude star. In this plate an accurate globe of the Earth has been photographed and the orbit of the Echo added. The inclination of the orbit to the Earth's equator is shown as 47 degrees 231 rockets into space (Incidentally, his work was independent of Tsailkovskii's. He could not read Russian—and still cannot, as he told me recently— and at that time Tsailkovskii's works had not been translated into any other language.) Oberth's book led to a surge of interest in astronautics, and Interplanetary Societies were formed in various countries. Parti- cularly important was the German 'Verein für Raumschiffahrt', or Society for Space-Travel. Its leading members, such as Wernher von Braun and Willy Ley, decided to fire liquid-fuel rockets of 232 rockets into space NIGHT LAUNCHING OF VIKING 13, in the United States WOOMERA. This is the main Commonwealth rocket range, and is situated in Australia. The photograph gives a general view. their own, and actually did so. They knew nothing about God-ard's experiment of 1926, and naturally assumed that their vehicles were first in the field. When the Nazi Party came to power in Germany, the military authorities saw that there might be a chance of turning the new rockets into weapons of war. The Verein für Raumschiffahrt ceased to exist. Some of its leaders, including Ley, left Germany; others, such as Von Braun, joined the official rocket station which was set up at Peenemünde, a small village on the Baltic island of Usedom. Work was continued, but this time for destruction instead of scientific progress. In 1937 came the first successful launches, and on October 5, 1942, a much larger and more efficient vehicle, the V2, was launched. As the war turned against Germany, the Nazis sent their V2 rockets against Britain. Between September 1944 and March 1945 vehicles carrying explosive charges fell on London and the Home Counties, and did considerable damage. The attacks ended when the launching sites were captured by the advancing Allied armies. Some of the German scientists, notably Von Braun, went to America after the war. Many V2s were shipped across the Atlantic to be used for scientific purposes. Though the V2 was designed as a military weapon, it may be regarded as the ancestor of the space-ship. It could reach a height of well over 100 miles, which is beyond most of the Earth's atmosphere, and it was easy to adapt for high-altitude research. There are many reasons for wanting to explore the upper part of the air. We do not do so merely because we hope to have a full knowledge of the atmospheric mantle. Moreover, remember that there are various absorbing layers which block out many of the radiations emitted by the Sun and stars. If we want to examine these radiations, we must send our instruments above the absorbing layers, and rockets give us our only means of doing so. In addition to cosmic rays—high-velocity particles, mainly atomic nuclei—which come from the depths of space, and which are bombarding the Earth all the time. When a cosmic ray primary smashes into the upper air it breaks up some of 233 the air-particles, and is itself broken up. A whole series of collisions takes place, and only the broken pieces of the primaries reach the ground. This is fortunate for us, since the primaries may well be dangerous to living matter, but cosmic rays are clearly of fundamental importance, and scientists are anxious to study them as closely as possible. As soon as the war was over the Americans began a serious programme of rocket research. The German V2s were improved, and new rockets soared high into the atmosphere—Aerobees, Vikings and the rest, each more powerful and more efficient than its predecessor. In 1949 came the first *step-vehicle*, a development which requires no explanation. Even our best liquid propellants are not powerful enough to send a single-stage rocket beyond the atmosphere. Unlike the projectile of Verne's fictional space-gun, a rocket does not start off at full escape velocity, since if it were to do so it would be destroyed by frictional heating. It has to work up to maximum velocity more gradually, so that it travels through the dense lower air without burning up. A step-vehicle consists of several rockets mounted one on top of the other. At the start of the flight, the bottom rocket does all the 'lifting'. When it has used up all its fuel, it breaks away and falls back to the ground; the second 'step' continues the journey under the power of its own motors, so that it has the double advantage of being well above the densest part of the atmosphere, and also of having a greater power available for its third stage into play. The second stage in turn can carry a third, and so on, though the design difficulties increase with each new step and there is a practical limit to the number of separate rockets. The 1949 vehicle fired from the American proving ground at White Sands, New Mexico, consisted of a German V2 carrying a smaller rocket known as a WAC Corporal. Unlaided, the WAC Corporal would have been able to reach fifty miles. Launched by the V2, it soared to almost 250 miles, which was a record at that time. High-altitude rockets provided a tremendous amount of valuable information, but in some ways they were not satisfactory. No rocket can stay up for more than a few minutes. When it has reached the peak of its flight it plunges back to earth, and lands with a force sufficient to destroy it completely. Often enough the instrument equipment is damaged or broken before it reaches free during the descent and brought down by parachute. On July 29, 1955, the Americans therefore announced that they planned to send up a man-made moon or artificial satellite. This was indeed a new departure. It meant that for the first time, men were planning to send proper scientific vehicles to carry out a research programme from above the Earth's atmosphere; it also meant that the true space age was about to open. A small rocket with a cylindrical body and fins. **THE FIRST AMERICAN EXPLORER SATELLITE** Though much smaller than the German vehicles which preceded it, these satellites carried complex instrumentation, and provided a great deal of valuable scientific information A small rocket with a cylindrical body and fins. 29 Earth satellites THE IDEA of an artificial Earth satellite was not new. It had been discussed by most of the rocket pioneers, including Goddard and Oberth. Yet in 1957, when the Americans made their announce- ment, many people still regarded it as fantastic. The usual question asked by non-scientists was: 'Even if the satellite can be taken up by rocket power, what is to stop it falling down again—just as an ordinary rocket does?' To explain this, let us look at the case of the real Moon, which moves round the Earth at a distance of about 239,000 miles. It is travelling at a speed, relative to the Earth, of just over half a mile per second, and so it does not fall to the ground. As Newton showed so long ago, it is theoretically 'falling' all the time, but its distance from us remains the same. Moreover, it keeps moving simply because there is nothing to stop it. The same arguments apply to the Earth in its journey round the Sun. Suppose we could take up a satellite inside a rocket, and start it moving round the Earth at that incredible speed? What would behave in the same manner as a natural astronomical body, and would be subject to the same laws of motion. It too would enter an orbit round the Earth, and would not fall back to the ground. This, then, was what the Americans planned to do: build a small instrumented vehicle, send it up by rocket, and start it moving round the Earth above the top of the air-mantle. It was an easy proposition: it travelled at such a speed around all over the world. The progress of 'Project Vanguard' was keenly followed, and scientists in every continent waited for news. Yet when success came, it was from an unexpected quarter—an unexpected, that is to say, in Western Europe and the United States. On October 4, 1957, Russian scientists launched the first artificial satellite known generally as 'Sputnik I'. It took the form of a sphere 2 inches in diameter with a radio transmitter on its pole-top and it was sent up in a multi-stage rocket. It carried a radio transmitter and almost at once its 'Bleep! bleep!' signals were picked up by wireless operators in various parts of the globe. Its orbit, naturally enough, was elliptical. At its farthest point or apogee it was 588 miles above the ground; at its nearest, or perigee, only 142 miles. The time taken for it to complete one journey around the Earth was exactly 90 minutes. The last stage of the rocket launcher also entered a closed orbit. The news was surprising in view of the fact that no previous Russian announcements of a satellite programme had been made, but it was at once clear that the Soviet techniques were ahead of the American—despite the help given to the United States team by German pioneers such as von Braun. Unfortunately a launch like this could not be repeated without some means to carry a military weapon, and the political situation prevented any further interchange of ideas so far as the launchers were concerned. This is still the case, and scientific progress is handicapped as a result. SPUTNIK I. The first artificial satellite, launched by Soviet scientists on October 4, 1957. TRAIL OF SPUTNIK I, near one of the Nebulae or Magellanic Clouds. Photograph by K. G. Herring at the Mount Stromlo Observatory in Australia, on October 8, 1957. 19:37 E.A.T. ОПЕРАТІВА 2-ГАРАНТИЙНАЯ 339 км ORIGINAL ORBIT OF SPUTNIK II, the second Russian satellite A black and white photograph of a satellite being launched into space. **TRAIL OF SPUTNIK II. Dunfermline Abbey is shown in this photograph by Morris Allan** **CAMERA-END OF THE MAIN SATELLITE TRACKING CAMERA AT ZVENIGOROD, U.S.S.R. Photograph by Patrick Moore, 1960** Sputnik I was not designed to remain in orbit permanently. When near apogee it was virtually above the resisting atmosphere, but at its perigree distance of less than 150 miles there was still appreciable air, and resistance had to be taken into account. As expected, the Sputnik's orbit was gradually changed. Finally, on July 4, 1958, it dropped into the main part of the atmosphere and was destroyed in an explosion much like a shooting-star. Meanwhile, new developments had taken place. Sputnik II, sent up by the Russians on November 3, 1957, was altogether more ambitious than its predecessor. It took the form of a cylinder 70 or 80 feet long, and weighed well over 1,000 pounds, so that great power was needed to launch it. It carried a variety of instruments to study phenomena such as cosmic rays and solar ultra-violet. Sputnik II moved in a relatively eccentric orbit, so that its distance from the ground varied between 140 and 1,038 miles. During its first circuits it had a period of 104 minutes, and it lasted until April 14, 1958, when it too entered the denser air and was destroyed. It was easily visible to the naked eye, and appeared as a bright starlike point moving slowly and steadily across the horizon. The Russians claimed that an artificial satellite loom as large as a balloon were surprised to find that it looked like nothing more than a luminous dot. American scientists carried on with their own programme as quickly as they could, but at first they had no success. The first attempt at a Vanguard launching, on December 6, 1957, resulted in an explosion which completely destroyed the rocket. Then, on January 31, 1958, the American team at JPL successfully launched a satellite, Explorer I, which carried various instruments as well as a radio transmitter. It was a dwarf compared with the Sputniks, since it weighed only 31 pounds, but at least it was encouraging. Three more satellites were launched by the American teams during 1958, as well as two unsuccessful moon probes which will be described below. One of these, the first Vanguard to enter orbit, is expected to remain circling the Earth for several centuries, but since it weighs only 3 pounds and is no larger than a croquet ball all contact with it has long since been lost. On May 15, 1958, the Russians again stressed their technical superiority when they launched the cone-shaped, 2,925-pound Sputnik III. This satellite carried instruments comparable up to that time. The instrumentation was varied, including magnetic and cosmic-ray recorders; research into micro-meteorites was also included in the programme. Like Sputnik II it was easily seen with the naked eye, and it continued orbiting the Earth until well into 1960. Various methods for tracking the satellites, both Russian and American, were adopted. Amateur observers formed themselves into "Moonwatch" teams, and did excellent visual work. More important, however, were radio and radar observations; and in this field Britain took the lead. The 250-foot 'dish' at Jodrell Bank was far more powerful than any radio telescope in America, and neither, apparently, did the Russians have anything to compare with it. Under Lovell's direction, the Jodrell Bank team carried Earth satellites 235 236 Earth satellites NOSE-CONE OF SPUTNIK III. This is a replica of the nose-cone on display in Moscow. THE PADDLE-WHEEL SATELLITE The four solar cell 'paddle-wheels' are extended before the launching at Cape Canaveral, Florida. During take-off, and until orbital height was reached, the wheels were folded 'birdlike' beneath the satellite. They then came into place through the force of springs and centrifugal force as Explorer VI went into orbit. Symbolically, this vehicle was one of the most valuable of the early satellites. out invaluable work in the early days of practical space research. This was all the more creditable because the telescope had been designed to study objects far away beyond the Solar System, and during its construction there had been no direct provision for such purposes. It would be both tedious and unnecessary to list the details of all the various artificial satellites which have been launched since the first Sputnik. Particularly notable, however, was the American 'Paddle-wheel', sent up on August 13, 1959. All things considered, the satellites have more than justified the money and time spent on them. We now know far more about the upper part of the Earth's atmosphere than we did a few years ago, and we also have an increased appreciation of conditions in what is popularly termed 'outer space'. One fact cannot be too strongly emphasized: though the Russian vehicles are, so far, much more massive and complex than the American, it would be both wrong and unjust to minimize the great contributions which have come from Western countries. For instance, it was an American satellite which first detected an important radiation belt around the Earth, known today as the Van Allen Belt. In the field of radio astronomy Britain has a pride of place. The exploration of space is an international study, and we can only hope that before long all the various security regulations will be abandoned. Only then can scientists of all countries combine to make the best possible use of their knowledge. A black-and-white photograph showing a replica of a satellite nose-cone on display. A black-and-white photograph showing a satellite with its solar panels extended. A black-and-white photograph showing a satellite with its solar panels folded up. 30 space probes and Luniks ARTIFICIAL SATELLITES are not designed to go far from Earth. They are set in closed orbits, and can never break free to journey across space on their own. Yet they must lead on to true space probes, and new experiments which carry our researches well beyond the Earth-Moon system. In 1959 the Americans planned the first lunar probe, the PIONEER. By placing the probe in orbit round Earth it was designed to go right round the Moon, taking photographs of the mysterious hidden side and then sending its pictures back by means of television. The Moon, as we know, has what is termed a captured rotation; 41 per cent of its surface is permanently turned away from us, and so long as we have to carry out our studies from our Earth-based observatories we can never have a complete knowledge of the lunar surface. The Pioneer was also intended to carry out researches into the possibility of a magnetic field round the Moon. This is an important problem, and only direct measurements from a rocket could be of use in solving it. The Earth's magnetic field may well be PIONEER. Ascent of the American lunar probe on October 11, 1958 PREPARATIONS FOR LAUNCHING PIONEER, November 10, 1958. Photographed by C. Rogers SODIUM CLOUD FROM LUNIK I. A chart of the region in the sky where the sodium cloud was observed on January 5, 1959 238 space probes and Luniks PHOTOGRAPH OF THE LUNIK I SODIUM CLOUD. This photograph was taken at 9h. 50m. 20sec. on January 3, 1959, by the Soviet Academy of Sciences Observatory outside Kislovodsk, by the station's director, M. N. Gnevishen. The faint stars surrounding the artificial satellite were photographed through a special filter. The position of the sodium cloud could be measured with great precision. Six successive photographs of the sodium cloud emitted by Lunik II associated with the conditions deep inside the globe, where there is a high content of iron in what is thought to be a liquid condition. If the Moon lacks a comparable core, it may also be expected to lack a powerful magnetic field. The American team had set themselves a difficult task. Unless the whole launching mechanism went off perfectly, the Pioneer would not approach the Moon close enough. There was no margin for slightest error, and in any case it would be hard to receive the televised information. There was clearly no chance of recovering the rocket itself. As soon as it re-entered the Earth's atmosphere, it would be destroyed in the usual way. Pioneer I was launched on October 11, 1958. For a time all seemed well, but then news came that the rocket was not keeping to its planned course. Its starting velocity had not been great enough, and it travelled only part of the way to the Moon. After reaching an altitude of 71,000 miles it dropped back, and is thought to have disintegrated in the atmosphere, with its broken pieces falling into the Pacific Ocean. Its journey into space had lasted for 43 hours. Two more Pioneers launched before the end of 1958 proved unsuccessful. As with the Earth's satellites America accomplished what America had initially failed to do, and during 1959 the three Lunik rockets opened the second stage in man's exploration of space. Lunik I was launched on January 2, 1959. It was not designed to go round the Moon, and in this respect was less ambitious than the Pioneer; it was given a speed greater than escape velocity, and so as to pass by the Moon it continued onward into space, never to return. Thirty-four hours after launch it had passed within 4,000 miles of the Moon, sending back wireless messages all the time, and yielding priceless information about conditions in those regions of space. Subsequently it moved away from both Earth and Moon, so becoming a tiny artificial planet or sun-satellite. The last contact with it was made on January 5, 62 hours after launch had been launched. At that time it was 371,000 miles away from the Earth. We cannot tell where Lunik I is now. According to calculations it is moving round the Sun in a period of about two years, and its distance varies from 91 million to 120 million miles from the Sun itself. Its radio transmitters have of course ceased to work, and the chances of our finding it again are very slight, even though it may sometimes come within a few millions of miles of us. Yet unless something happens we shall never know whether Lunik I will continue indefinitely. Millions of years hence Lunik I will still be circling the Sun, looking just the same as it did when launched from Soviet Russia in our own time. Lunik II followed on September 12. This time the Russians meant to hit the Moon, and they were successful in doing so. The first reports after launching showed that everything was going according to plan until a few minutes later clouds swept from the vehicle was photographed, and signals from the Lunik were picked up at Jodrell Bank and elsewhere. Scientists all over the world waited expectantly, and then came an announcement from Moscow that the rocket was due to land at 21 hours 1 minute GMT on September 13. Lunik III, the Soviet vehicle which sent back the first photographs of the reverse side of the Moon The timing was almost perfect. Less than 1½ minutes after the predicted moment, the radio signals from Lunik II ceased, and there can be no doubt that the rocket had in fact hit the Moon. For the first time a vehicle had been sent from one world to another. At least the first Luniks cleared up the question of the Moon's magnetic field. It is known that on Earth it is extremely weak, and in no way comparable with that of the Earth. Neither are there any definite signs of lunar radiation belts similar to the Van Allen zone which surrounds our own world. On October 4, 1959, exactly two years after the ascent of Sputnik I, the Russians launched a still more complex vehicle —Lunik III. As it passed away from Earth, Lunik III duly passed by the Moon on October 6, approaching the lunar surface to within 4,400 miles. On the following day the Russians announced that the far side of the Moon had been photographed. Meanwhile the vehicle continued to recede; it reached its greatest distance from Earth—293,000 miles—on October 10, and then began to approach once more. By October 28 it was only 25,000 miles away, and the photographs were sent back by means of specially-adapted equipment. The historic pictures of the far side of the Moon were released on October 26. The visible and reverse sides of the Moon. Some features, such as the Mare Grisium, may be identified on both photographs The photographs had been taken when the Lunik was thousands of miles away—between 30,000 and 40,000 miles beyond the Moon—and had been automatically developed and processed inside the vehicle. Under these circumstances they were of amazingly good quality. Various dark areas were revealed, including a well-marked plain which the Soviet authorities named the Marc Moscovianum (Moscow Sca). Among other features were several objects which seemed to be craters, as well as a long mountain chain or ridge. Astronomers had been right in supposing that the 240 space probes and Luniks A detailed map of the Moon's surface, showing various craters, maria, and other features. The map is oriented with the North Pole at the top left corner. THE REVERSE SIDE OF THE MOON. Over thirty photographs were received from Lunik III in October 1959, transmitted back to the Earth by complex television techniques. Though the photographs are naturally lacking in definition judged by ordinary standards, they have been most successfully interpreted, and certainly rank among the most remarkable scientific pictures ever obtained. Analysis of the photographs has been carried out by Soviet astronomers at Moscow, Leningrad and other universities. A chart of the reverse hemisphere—or rather, that portion of it covered by the Lunik photographs—has been drawn up by Y. N. Lipshits of the Leningrad Academy of Sciences. Several hundreds of features are shown. It may be assumed that the chart is of satisfactory precision, though future rockets will presumably lead to more detailed maps. The Soviet scientists have allotted names to some of the new features, and have followed Riccioli's old system very closely. The names chosen are extremely suitable, and are moreover international; there are some Russians (Tsiolkovskii, Lomonossov); Britons (Clark Maxwell); and Italians (Bruno). A legend explaining the names on the map of the Moon's reverse side. A legend explaining the names on the map of the Moon's reverse side. A legend explaining the names on the map of the Moon's reverse side. A legend explaining the names on the map of the Moon's reverse side. A legend explaining the names on the map of the Moon's reverse side. A legend explaining the names on the map of the Moon's reverse side. A legend explaining the names on the map of the Moon's reverse side. A legend explaining the names on the map of the Moon's reverse side. A legend explaining the names on the map of the Moon's reverse side. space probes and Luniks 241 far side of the Moon is basically similar to the side we have always known. The Russians followed Riccioli's old system of naming the craters after famous men and women. Among the new 'personalities' now honoured by such a way are Jules Verne, Lomonosov, Clerk Maxwell, Giordano Bruno, Edison, and—fittingly enough—Tsiolkovskii. The next step in space research was, of course, manned flight. The Russians tackled the problem with great skill, and were wise enough not to make any attempt to rush matters. Three prototype space-ships were sent up in 1960. The first of these was launched on October 3rd, but was destroyed when its radio transmitter failed as well as a great deal of equipment. By May 19 its planned programme had been completed, and efforts were made to bring it back into the atmosphere at a speed low enough to avoid excessive frictional heating. At this point the Russian plans went wrong; instead of returning, the space-ship continued circling the Earth. Its radio transmitter ceased to function on July 8. Space-probes were also sent up in 1960. They were of much the same size, but carried two live dogs—Strelka and Belka—as well as other, smaller creatures. The vehicle orbited the Earth eighteen times, covering a total of over 430,000 miles, and was then brought safely down. (Belka, incidentally, has since had a litter of six puppies!) This was in itself a great achievement; it meant that the Russians had solved the problem of re-entering the atmosphere. Such difficulties could still occur, and the test vehicle, sent up on December 17th, was put into a path which had remained under control, it departed from its calculated path, and was burned up in the atmosphere. Progress was fully maintained in the first part of 1961. On February 4 the Russians sent up Sputnik IV, which weighed over six tons; the main idea was to study problems in connection with the launching of really heavy vehicles, and there was no attempt at a successful landing. Then, eight days later, came the famous Venus Probe. This was not a new departure, since the Americans had already sent out a smaller vehicle toward Venus, but it held out great promise. The launching was successful, and the orbit appeared to be very much as planned, but most unfortunately radio contact was lost after the end of the month. The probe continued on its set path, and passed within 70,000 miles of Venus on February 27. Probably the vehicle continued on its set path, and passed within 70,000 miles of Venus in mid-May, but it is impossible to be certain. Just why the radio failed is not known. It may have been the result of a simple power fault; it is also possible that a meteor hit was responsible. In June, 1961, radio astronomers at Jodrell Bank together with the Russian scientists, made renewed efforts to contact the vehicle. Some unidentified signals were received; but only whole it seems unlikely that these came from the Venus Probe. Then, after two more satellite launches and successful landings—one on March 9, the other on March 25—came the greatest Soviet triumph to date. On April 12, Major Yuri Gagarin, in the space-ship Vostok, orbited the Earth at a distance ranging between POSITION OF LUNIK III DURING THE PHOTOGRAPHING OF THE MOON'S REVERSE SIDE. The Sun's rays come from the lower right, and the Earth is assumed to be at the upper left VENUS PROBE. In February 1961 Soviet scientists launched a rocket vehicle toward the orbit of Venus. It was expected that the probe would be able to enter Venus' orbit within 70,000 miles. In March 1961, however, con- tact with it was not maintained as had been hoped 242 space probes and Luniks ANOTHER PHOTOGRAPH OF THE MOON'S REVERSE SIDE, obtained by Lunik III. The features shown include the Mare Crisium and the Mare Moscovianum. MAJOR YURI GAGARIN, The first space-traveller. Major Gagarin made his pioneer flight on April 12, 1961, and orbited the Earth in the vehicle Vostok, landing safely in the prearranged position. He suffered no ill effects from his flight; his whole experiment was a complete success 108 and 188 miles, and came down safely. He experienced weightlessness, he saw the Earth from beyond the atmosphere, and he had the honor of being mankind's first space-traveller. At dawn on April 12, he was unknown except to his friends and colleagues; by sunset he had been assured of a permanent place in history. No praise can be too high for the Russian scientists, whose achievements had been brilliant indeed. Yet space research was beginning to spread to other States also, and the flight of the Vostok was followed by the famous American astronaut Alan Shepard, from Cape Canaveral. Unlike Gagarin, Shepard did not orbit the Earth, and his flight was relatively brief, but the experiment--watched by all America on television, and heard by other countries on the radio--was a complete success. It showed that the United States programme was well under way. It proved so rapid that it is dangerous to make forecasts as to what is likely to happen next. Yet we may close this book with the first space-flights; they so obviously mark the end of one era and the beginning of another. The way to the planets is open, if only we use our scientific knowledge in the proper way. Nobody can deny that we are living in the most exciting period in all history. COMMANDER ALAN SHEPARD. The flight of the Vostok was followed by the successful ascent of Commander Shepard from Cape Canaveral, Florida. Unlike Major Gagarin, Commander Shepard did not orbit the Earth; his flight was relatively brief, but it was nevertheless successful. The experiment was shown on television, and a running commentary given on sound radio was heard by listeners all over the world. A black-and-white photograph of a man in a military uniform smiling at the camera. A black-and-white photograph of a man in a space suit standing on a rocky surface. 243 # conclusion WE HAVE SURVEYED the history of astronomy from its dim beginnings up to modern times. Much has been left out, but perhaps enough has been said to show that the tale is indeed a wonderful one. A thousand years ago the Earth was believed to be all-important, and to lie in the very centre of the universe. Even 400 years ago, scientists who taught otherwise did so at the peril of their lives. We are wiser now, in this respect at least. We have found that our world is no more important in the cosmos than a single drop of water in the Atlantic; we know that even the Sun is a very junior member of the Galaxy, and that we ourselves are only a tiny speck in the vastness of space. We have studied star-systems so remote that their light started on its journey towards us before life on Earth began; we have picked up radio waves across vast stretches of space, and we have even sent our messengers to begin the direct exploration of the Solar System. If we use our knowledge in the right way, there is no limit to what we can do. Yet we should never forget that we owe everything to those who came before us. Aristotle . . . Ptolemy . . . Tycho Brahe . . . Kepler . . . Newton . . . Herschel . . . Tsiolkovskii . . . Jansky. . . What would Tycho for instance, have thought about the Palomar reflector, the Jodrell Bank 'dish', and the Russian Luniks? Yet Tycho lived less than four centuries ago. Four centuries hence, men may look back at the pioneers of today, and say the same of them. The story of astronomy is not over. Indeed, it may only just be starting. 244 B.C. (All dates rather uncertain) **2000** Constellations first drawn up by the old star-watchers. **580** Pythagoras speculates as to the nature of the sun and planets. **280** Aristarchus suggests that the Earth revolves around the Sun. **270** Eratosthenes measures the size of the Earth. **130** Hipparchus draws up his star catalogue. A.D. **140** Ptolemy writes his *Almagest*. **813** Al-Mamun founds the Baghdad school of astronomy, and has the catalogue of the stars printed. **905** Al-Sufi draws up his star catalogue. **1054** Supernova in Taurus recorded by Tycho Brahe. **1270** Alphonsine Tables published by order of Alphonso X of Castile. **1433** Ulugh Beg builds an observatory at Samarkand. **1440** Nikolaus Kopernikus (Nebulae of Cana) advances the theory of the Earth's rotation. **1474** Regiomontanus suggests the 'lunar distance' method of determining longitude. **1543** Copernicus De Revolutionibus Orbium Celestium published. **1576** Tycho Brahe observes a supernova in Cassiopeia. **1576** Tycho finds the observatory at Uraniborg. **1596** Tycho leaves Denmark; Uraniborg abandoned. **1595** Mira Ceti observed by David Fabricius. **1600** Giordano Bruno burned at the stake. **1606** Publication of Johann Bayer's star catalogue, *Cæmiaresia*. **1606** Kepler publishes *De revolutionibus orbium coelestium*. **1608** Lipperhey develops the telescope. **1609** Galileo first uses the telescope for astronomical observations. First two of Kepler's Laws of Planetary Motion published. **1612** Surveys of the stars by Johannes Hevelius, Scheiner and Johann Fabricius. The Orion Nebula first reported by N. L. de Chéseaux. **1618** Kepler's Third Law published. Kepler publishes the Rudolphine Tables. Transit of Mercury, predicted by Keplar, observed by Edmund Halley. **1632** Publication of Galileo's Dialogue on the Tumultuous World at Rome, and forced to recant. Variability of Mira Ceti discovered by John Flamsteed; Richard Wollaston; Jeremiah Horrocks observes the transit of Venus. A diagram showing a celestial sphere with various constellations marked. Landmarks in the story of astronomy rsc Publication of Hevelius' map of the Moon. r66 Publication of Riccioli's map of the Moon. r67 Huygens discovers Titan, the largest satellite of Saturn, and also their true nature of Saturn's rings. r65b Founding of the Copenhagen Observatory by Tycho Brahe. r65g Markings on Mars first seen by Huygens. r65h Principle of the reflecting telescope put forward by James Gregory, Newton and others; laws of reflection and gravitation, at Woolsthorpe, Lincolnshire; Polar caps on Mars observed by H. G. Rosse; Newton builds the first reflecting telescope. r66b Variations of Algol discovered by Montanari. Paris Observatory founded; discovery of Phobos and Deimos, satellites of Mars; Lagrange, the eighteenth satellite of Saturn. Greenwich Observatory founded; discovery of Uranus; discovery of Neptune; main division in Saturn's rings; O. Remez measures the velocity of light; Halley goes to St. Helena to cata- logue comets; Cassini observes the Zodiacal Light; Publication of Newton's Principia; Halley predicts the return of Halley's Comet for 1758; Publication of a new version of Flamsteed's star catalogue. r77b James Bradley discovers the aberration of light; Chester More Hall discovers the principle of the achromatic refracting telescope; Transit of Venus across the Auro- sphere of Venus discovered by Lomonosov; Discovery of Bradley's measures of the positions of 60,000 stars; Nevil Maskelyne founds the National Maritime Museum at Greenwich; Transit of Venus observed. Mean motion and distance between Earth and Sun determined by Bode's Law publicized by Johann Elert Bode; First recorded astronomical observation of William Herschel. r77b Lunar map published by Tobias Mayer in 1779. Johann Schröter founds his observatory at Jena in 1784. Publication of Menier's catalogue of stars, clusters and nebulae. r784 Goodricke puts forward his theory of the variability of Algol. r784 Goodricke publishes the variability of Delta Cephei. r78b Herschel puts forward his "disk" theory about our Galaxy. r78b Completion of Herschel's 40-foot telescope. r79b Publication of Laplace's Nebrular Hypothesis. r801 Publication of Corels, first of the minor planets. Publication of Lalande's catalogue of minor planets. r803 Herschel announces the discovery of binary star systems. W. Huggins detects dark lines in the solar spectrum. r803 Fall of meteors at L'Aigle, France. r803 The comet returns every 75 years. r803 Others put forward his theory of comets-in-continuity. r813 Discovery of Schröter's observa- tory at Lilienfeld. r813 Franz Bessel discovers the dark lines in the spectrum of the Sun. r824 Enoch Comet discovered by Pons; Bessel completes the reduction of Bradley's observations of 5,000 stars. r824 Erection of Fraunhofer's "Great Dorpal Refractor". r824 Discovery that Jupiter is a Comet, inde- pendently by Biela and Gambart. r829 John Herschel begins his observa- tions at Birnau near Vienna, at Cape. r83g Great Comet shower (the Leonids). r83g Bessel discovers the irregularity of the proper motion of Sirius, and attributes it to its presence as a binary system. r83g Publication of Beer and Mädler's Astronomical Ephemeris giving a really accurate map of the Moon. r83g Bessel measures the distance of a star (Sirius) (by Gyms). r84o Draper takes his first photograph on glass plate. r84a Announcement, by C. Doppler, of Doppler's Principle. r84a Sunspots discovered by H. Schwabe. r843 Completion of Lord Rose's 7x- inch refractor at Birnau Castle. Hencke discovers the fifth minor planet, Astrea. Sun photos taken by Fizeau and Foucault. A diagram showing a celestial sphere with various constellations marked. some landmarks in the story of astronomy 245




1845 Breaking-up of Biela's Comet ob- served. 1896 33-inch refractor erected at Mu- ldowney Observatory. 1934 White spot discovered on Saturn by W. T. Hay.
1846 Discovery of Neptune by Adams and Le Verrier. 1897 Yorkes Observatory opened. 1938 Appearance of a bright nova in Hercules, discovered by J. Pren- cer.
1847 The first observatory set up at Cam- bridge, Massachusetts, U.S.A. 1900 Lebedev establishes the reality of the Solar System. 1937 Grote Reber builds his 'dish' radio telescope.
1848 Roche proves that Saturn's rings are composed of ice and rock. 1901 New theory of the origin of the Solar System put forward by H. G. von Miehanen. 1938 Nature of stellar energy pro- posed by H. Bethe, and indepen- dently by C. Von Weizsäcker.
1850 Crepé Ring of Saturn discovered by Bond. 1903 Appearance of Tsiolkovski's first rocket. 1942 K. G. Tsiolkovsky's 6i Cygni B is attended by a massive planet.
1854 The meteorite discovered by the Danish astronomer T. Bronson. 1905 Mount Wilson Observatory founded. 1944
1855 The appearance of the comet in the spectra of the Sun and stars.
1861
1862
Sirius B discovered by Clark, in the period forecast by Besel.
1863
some landmarks in the story of astronomy 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 245 's outbreak an outback", "page": "<>"}, {"name": "'s outburst a crater-Alphonsus.", "page": "<>"}, {"name": "'s outburst a crater-Alphonsus.", "page": "<>"}, {"name": "'s outburst a crater-Alphonsus.", "page": "<>"}, {"name": "'s outburst a crater-Alphonsus.", "page": "<>"}, {"name": "'s outburst a crater-Alphonsus.", "page": "<>"}, {"name": "'s outburst a crater-Alphonsus.", "page": "<>"}, {"name": "'s outburst a crater-Alphonsus.", "page": "<>"}, {"name": "'s outburst a crater-Alphonsus.", "page": "<>"}, {"name": "'s outburst a crater-Alphonsus.", "page": "<>"}, {"name": "'s outburst a crater-Alphonsus.", "page": "<>"}, {"name": "'s outburst a crater-Alphonsus.", "page": "<>"}, {"name": "'s outburst a crater-Alphonsus.", "page": "<>"}, {"name": "'s outburst a crater-Alphonsus.", "page": "<>"}, {"name": "'s outburst a crater-Alphonsus.", "page": "<>"}, {"name": "'s outburst a crater-Alphonsus.", "page": "<>"}, {"name": "'s outburst a crater-Alphonsus.", "page": "<>"}, {"name": "'s outburst a crater-Alphonsus.", "page": "<>"}, {"name": "'s outburst a crater-Alphonsus.", "page": "<>"}, {"name": "'s outburst a crater-Alphonsus.", "page": "<>"}, {"name": "'s outburst a crater-Alphonsus.", "page": "<>"}, {"name": "'s outburst a crater-Alphonsus.", "page": "<>"}, {"name": "'s outburst a crater-Alphonsus.", "page": "<>"} ] ``` 246 **list of illustrations** * Indicate four-color illustrations
Group of Nebulae in Leo 12 Apparent Path of Mars in May 160 Apparent Movement of Mars among the Stars, three photographs 68
The Andromeda Spiral 6, 13 Leo, the Lion Johannes Kepler Statue of Newton 69
The Position of the Andromeda Spiral 13 Johannes Kepler 43 Astronomical Spectrum 70
Comparative Sizes of the Sun and Planets 14 Drawing an Ellipse March, September 30, 1956 A 1.2-inch Newtonian Re- flexor 70
Star Trails 15 Drawing an Ellipse 44 A 1.2-inch Newtonian Re- flexor 70
Orion 15 Drawing an Ellipse 44 A 2.5-inch Newtonian Re- flexor 70
Scale of the Solar System 16 Keppler's Second Law Keppler's Second Law Newton's First Reflector 71
The Heli Reflector 17 Finding Dates of an Eclipse of the Moon Finding Dates of an Eclipse of the Moon The Mount Wilson 60-inch Reflector 71
Total Eclipse of the Sun, 1936 19 Theory of an Eclipse of the Sun, 1936 Total Eclipse of the Sun, 1936 Theory of an Eclipse of the Sun Galileo The Leaning Tower of Pisa Galileo's Telescopes The Pleiades The Principle of the Refractor A Refractor A Modern Refractor Movements of Venus according to Newton's Theory Correct Theory of the Move- ments of Venus The Milky Way in Cygnus The Lunar Mare Crisium The Lunar Mare Tranquillitatis The Green and Red Flashes Solar Domes at Falkwok Sumptograph by Scheiner Sumptograph drawing by Hevelius Sumptograph Rotation of the Sun Sumptograph Photographs Sumptograph No. 1 Marine Chronometer The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation The Great Samson Group of 1947: continuation Transits from Mercury, November, July, August, September, October, November, December, January, February, March, April, May, June, July, August, September, October, November, December, January, February, March, April, May, June, July, August, September, October, November, December, January, February, March, April, May, June, July, August, September, October, November, December, January, February, March, April, May, June, July, August, September, October, November, December, January, February, March, April, May, June, July, August, September, October, November, December,
* Indicate four-color illustrations
The Universe according to Ptolemy
Babylonian Table for estimating Positions
Taxonomic Constellations
Arabian Almagest
A Diagram to show the use an Astronomer
Star Magnitudes
Ulugh Beigh Memorial
Geminis; the Twins
Phases
Sun
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List of illustrations 247 **Principle of the Herschelian Reflector** Herschel's 40-Foot Reflector Engraving of the 40-Foot Reflector * *Framed House* The Old Royal Observatory, Greenwich Optical Double Star External Galaxy NGC 805 Distances of the nearest stars from the Sun according to Bode's Law Plan of Schröter's Observatory at Llanfair Path of Ceres among the Stars Inclination of the Trojan Orbit of Pallas Orbits of the Trojan Asteroids Sizes of the Minor Planets compared with the British Isles Trail of Icarus, 1949 Telescope used by Schröter Orbits of Interesting Minor Planets Size of Eros Compared with Mars **Discovery of Neptune** The Telescope with which Galileo discovered Neptune Positions of Uranus and Ncp- tures in 1640 * *Neptune* Discovery of Pluto, 1930: two photographs Perseval Lowell Lowell's Telescope by Short Another Grödinger Telescope Palomar Observatory **Discovery of the 1st Reflector at the Crimine Astronomical Observatory** Bach's Reflector 2.5-inch Reflector on Equatorial Mount The 7-inch Reflector at Birr Castle The Whirlpool Galaxy, M.51 in Canes Venatici Dome of the 33-inch Reflec- tor at Mount Wilson The 10-inch Reflector; iron floor of the dome * *The 200-inch Hale Reflector at Palomar* * *The 6-inch Schmidt at Palo- man* * *The 50-inch Zeiss Reflector at the Crimine Astronomical Observatory* * *Mirror End of the 50-inch Zeiss Reflector at the Cri- mine Astronomical Observatory* * *Dome of the 50-inch Reflector at the Crimine Astronomical Ob- servatory* * *Dome of the 74-inch Reflector at the Commonwealth Ob- servatory* * *Mars and its Shadow* * *The Volcanic Crater of Hver- jökull, in Iceland* * *Tychos, a Comet, in Tycho* * *The Lunar Crater Aristillus* * *The Mare Crisium, as drawn by Galileo* * *The Hyginus Cliff* * *The Lunar Craters Prolo- natus, Aegir and Ar- zachel* * *Sunspots on Lunar Craters* * *Some of some Lunar Craters Region of Pluto* * *A Profile of the Lunar Crater Alphonsus* * *The Western Marc Nobium* * *Linné’s Map of the Moon* * *106 & 107: The Moon’s Craters Copernicus and Serenitatis.* * *The Southern Uplands of the Moon.* * *Spectrogram of Alphonsus.* * *Region of the Craters Mercator and Clavius.* * *The Lunar Craters Apergatus and Alphonsus.* * *Alpargatus and Alphonsus: Spectrograms of Venus by J. W. M. Baxter.* * *Six photographs of Venus by Appian’s Size of Venus.* * *Photograph of Venus, 1961.* * *Venus, 1929 (and 1959) Opposite Size of Mars.* * *Oppositions of Mars Apparent Size of Mars.* * *March and Pleiades.* * *March and Pleiades: Solar Prominence.* * *March, October 12, 1936 Seasonal Decrease of the North Pole.* * *Lowell’s Map of Mars The ‘Canals’ of Mars* **The Martian ‘Canals’ accord- ing to A. Dollfus** Sizes of Phobos and Deimos Mars and its two Satellites Jupiter’s Ring System **The Changing Aspects Of Jupiter’s Belt** Rotation Periods of the Vari- ants Saturn (Flaigstall) Saturn (Palomar) Saturn’s Moons Photographs of Jupiter Diagram of Saturn’s Ring System **Saturn in 1949** Various Aspects of Saturn’s Ring System **Inclination of the Rotation Axes of the Planets** Orbits and Asymmetrical Pla- nets **Planets, Showing Apparent Motion over 24 Hours** Campanus’s Comet of 1940 Campanus’s Comet of 1957 Great Comet 1811 Alcock’s First Comet of 1959 The Great Comet of 1811 Chetner’s Comet, 1844 Drawing of Bielet’s Comet Behavior of a Comet’s Tail Perseid Meteor Shower Photographs of the Motorway Mt. L. Spectrum of a Taurid Meteor Exploding Andromedine Me- teorite **The Hola West Meteorite in Africa** Region where the Siberian Meteorite landed, 1908 The Arizona Meteor Crater The Parallax Method of mecha- nizing orbits Star-Celebrants in the Milky Way Position of Gamma Draconis Position of Gyi Cygni Position of Beta Centauri Position of Vega The Scorpion The Quadrantilementary Orion Solar Prominences Sunspot Group Sunspots, September 17, 1959 Three Stages of the Solar Eclipse February 15, 1961 Part II: Solar Spots Total Eclipse before the Sun June 30, 1924 The Solar Flare, a periodical phenomenon The Solar Flare August 8, 1957 Total Eclipse of the Sun June 30, 1954 Solar Prominence, 1959 248 list of illustrations The 120-Inch Tower Tele- scope at Mount Wilson Orion and his Retinue Typical Stellar Spectra The Doppler Effect Stellar Spectra Giant and Dwarf Stars The Hertzsprung-Russell Dia- gram The Trifid Nebula in Sagit- tarius Professor Sir Arthur Eddington Stellar Evolution according to Lockyer The Horse's-Head Nebula in Orion Apparent Movement of Sirius in the Sky Spires of the Great Star- Star-Clouds in the Milky Way 8x3inch Schmidt Camera- Telescope at Palomar The Double Star-Cluster in Perseus The Constellation of Cetus Rich Star-Field in the Milky Way High-Dispersion Spectrum of Mira Ceti The Constellation of Cepheus Light-Curve of Delta Cephei The Constellation of Aquila Supernova in the Galaxy LC. 4168 Position of Nova (DQ) Her- cula 1934 Nova Hercula, 1954 Expansion of Heliochronic Order Nova Persei The Keyhole Nebula in Argo The Comet of 1861 Perseus Light-Curve of Alpha Lyrae The Constellation of Auriga Detection of a Spectroscopic Binary The Hyades The Pleiades Spiral Galaxy NG.C. 2841 in Ursa Major Spiral Galaxy Messier 64 (NG.C. 306) in Coma Berenices Galaxy NG.C. 295 Messier 17 Veil nebula in Scutum Sobieski's Dumb-Bell Nebula in Vulpeculae Planetary Nebula NG.C. 293 in Aquarius Messier 13 Globular Cluster in Hercules; three photographs The Owl Nebula Diagram of the Galaxy as it would be seen edge-on The Globular Cluster Omega Centauri Galaxy N.G.C. 4365 196 The Saturn's Galaxy N.G.C. 197 4594 Menier 87 198 Galaxies: Conjunctions I and II 198 Nucleus of the Andromeda Galaxy 198 The Taurus nebule or Magellanic Clouds 199 The Nebulace Minor 199 The Nebulace Major 199 Spiral Galaxy in Leo 200 The Andromeda Galaxy, Coma Berenices 201 The Veil Nebula in Cygnus far measured: g-c-293; in Boötes Various types of Galaxies: 202 Various types of Galaxies: 203 The North America Nebula in Cygnus 204 The Crab Nebula in Lyra, Messier 57 204 Hubble's Classification of the Universe 205 Cluster of Galaxies in Hydra Yagi Array Aneurysmatic Spex- trum 207 The 4-inch Fores Radio Telescope at the University of Man- chester 207 Radio Telescope at Ascot Total Eclipse of October 2, 1959 The First American Radio Teles- cope Karl Jansky's "Merry-Go- Round" Star-Fields in the Milky Way "Dish-Type" Radio Telescope in Australia Pulkovo Radio Telescope The Lowell Ranch Radio Tele- scope The Satellite Tracking Station at Cape Canaveral The Main Camera-Teloscope Station The Venierough Observatory Long-Enduring Meteor Trail, Cheshire Photographs Mills Cross Record of Radio Emissions from Jupiter Mills Cross: north-south arm The Crab Nebula, Messier 13 215 Radio Source Casiopeia A Radio Source Cygnus II NGC 6888: a member of the Perseus Cluster of Galaxies Interferometer at Sydney, Australia 218 N.G.C. 409l-g: Colliding Ga- laxies 219 A Diatom 219 A Collection of Micro-Organ- isms which grow in Water and Damp Soil 220 The South Polar Area of Mars, 1880 (Schiaparelli) 221 Photograph by William Lowell Mars, 1900, drawn by E. M. Aitken 221 Jansen' tidal Theory of the Origin of the Solar System Grouping by Tidal Forces The 8-foot Radio Telescope at Green Bank, Virginia Cosmosography of the Earth's Atmosphere Principle of Reaction Designs for a Space-Ship by Tsaiokovski 224 Preparations for firing Van- keres' rocket Pioneer V. Launcher V. Rocket Pocket Photograph of the Earth from High Altitude Goddard Rocket Launcher at Roswell, 1953 Total Eclipse of the Sun, 1966 Two photographs: Borealis, two photographs Orbit of the American Satellite Sputnik I Night Launching of Viking 3 Moskva Sputnik III Rocket The First American Explorer Satellite Sputnik I Trail of Spurritik I Sputnik II Trail of Sputnik II Camera-Earth Film Camera-Earth Film Camera at Zvenigorod, U.S.S.R. Non-Core of Spurritik III Pioneering Wheel-Satellite Pioneer Nothurn Cloud from Lunik I Pioneers for launching Pioneers Photographs of the Lunik I series Six Succive photographs of the Moon's Bean Cloud emitted by Lunik II Lunik II The Moon's Ecliptic and Reverie Sides of the Moon The Reverse Side of the Moon Photos taken on July III during the photographic eclipse, the Moon's Reverse Side Your Photograph Another photograph of the Moon's Reverse Side Commander Alan Shepard A diagram showing various types and characteristics of galaxies.
Description Page Number(s)
The North America Nebula in Cygnus
Messier 57
Hubble's Classification of the Universe
The Crab Nebula in Lyra
The Veil Nebula in Cygnus
The Andromeda Galaxy, Coma Berenices
The Taurus nebule or Magellanic Clouds
The Nebulace Minor
The Nebulace Major
Spiral Galaxy in Leo
The Andromeda Galaxy, Coma Berenices
The Veil Nebula in Cygnus far measured: g-c-293; in Boötes
Various types of Galaxies:
204, 205, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207 N.G.C. 4365,
N.G.C. 4594,
Messier 87,
Messier 57,
Messier 64,
Messier 68,
Messier 68,
Messier 68,
Messier 68,
Messier 68,
Messier 68,
Messier 68,
Messier 68,
Messier 68,
Messier 68,
Messier 68,
Messier 68,
Messier 68,
Messier 68,
Messier 68,
Messier 68,
Messier 68,
Messier 68,
Messier 68,
Messier 68,
Messier 68,
Messier 68,
Messier 68,
                                                                                                                                                           &nb 249 **Acknowledgments** Illustrations are keyed by the appropriate page number followed by positioning symbol U for Upper, C for Centre, L for Lower, r for Left, e for Right Oldbourne Book Co. Ltd; 134, 154, 16, 18, 19, 202, 220. 233, 234, 44, 45, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80. 81a, 81b, 82a, b83a, b84a, b85a, b86a, b87a, b88a. U.S. Naval Observatory; Washington; n.d. United States Weather Bureau and Information Bureau; n.d. Brian Gullery; n.d. Pic du Midi Observatory; n.d. N. A. Koszirsky; n.d. K. Sagiaki; Tokyo Museum of Science; n.d. G. V. Schiaparelli; n.d. H. E. Dall; n.d. Raimund Schein; n.d. D. Deloffe; n.d. W. T. Hay; n.d. E. A. Whittaker; n.d. G. E. D. Alocek; n.d. H. H. Moulton; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; n.d.; D. E. Blackwell and M. F. Ingham; n.d. P-A Reuter; n.n. Professor Ake Wallenquist; nd Royal Greenwich Observatory; nd U.S.N.R. Academy of Sciences; nd Elliot and Fry Ltd; nd W. S. Franks; nd Astronomical Society of the Pacific; nd Central Office of Information; nd McDonnell Aircraft Corporation; nd Karl Januskiy; nd D. G. Rushton; nd F.J. Jackson; nd National Radio Astronomy Observatory, Green Bank; nd National Radio Astronomy Observatory; nd J.C. Weekley; nd U.S. Embassy London; nd British Interplanetary Society; nd National Film Board of Canada; nd George Philip's Globe by Rand McNally & Company; New York; nd U.S. Army Air Force; nd K.Gottlieb,Mount Stromlo-Observatory,Canberra; Photograph Picture by Morris Allan, DefenceMinistry; U.S.AirForce Missile and Test Centre Florida; Society for Cultural Relations with the U.S.S.R.; Planet News; nd. Science Museum London. Reproduced by courtesy of the Royal Society; nd. Port Elizabeth Observatory, South Africa; nd. Colin Roman; nd. U.S.Naval Observatory, Washington; nd. United States Weather Bureau and Information Bureau; nd. Brian Gullery; nd. Pic du Midi Observatory; nd. N.A.Koszirsky; nd. K.Sagiaki,TokyoMuseumofScience;n d. G.V.Schiaparelli;n d. H.E.Dall;n d. RaimundSchein;n d. D.Deloffe;n d. W.T.Hay;n d. E.A.Whittaker;n d. G.E.D.Alocek;n d. H.H.Moulton;n d.; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; nd; Daily Express: nd F.J.Achiefford,FforestHallObservatory,Northumberland: nd F.J.Achiefford,FforestHallObservatory,Northumberland: nd H.E.Wood,UrsinObservatory,Johannesburg: nd Radio Times and Huton Picture Library: nd Deutsches Museum: nd Deutsches Museum: nd Copyright Science Museum: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Science Museum London: nd Gösta Persson; nsd Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Patrick Moore's Astronomy for Everyone (1990) pgs: Dominic Fisher; nsd Lowell Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; nsd Lick Observatory; 242424242424242424242424242424242424242424242424242424242424242424242424242424 W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.Baxter; W.M.B Baxter, Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Express: Daily Expression. British Interplanetary Society. National Film Board of Canada. George Philip’s Globe by Rand McNally & Company. New York. U.S. Army Air Force. Photograph Picture by Morris Allan, Defence Ministry. U.S.AirForce Missile and Test Centre. Society For Cultural Relations With The U.S.S.R. Planet News. British Interplanetary Society. National Film Board of Canada. George Philip’s Globe by Rand McNally & Company. New York. U.S. Army Air Force. Photograph Picture by Morris Allan, Defence Ministry. U.S.AirForce Missile and Test Centre. Society For Cultural Relations With The U.S.S.R. Planet News. British Interplanetary Society. National Film Board of Canada. George Philip’s Globe by Rand McNally & Company. New York. U.S. Army Air Force. Photograph Picture by Morris Allan, Defence Ministry. U.S.AirForce Missile and Test Centre. Society For Cultural Relations With The U.S.S.R. Planet News. British Interplanetary Society. National Film Board of Canada. George Philip’s Globe by Rand McNally & Company. New York. U.S. Army Air Force. Photograph Picture by Morris Allan, Defence Ministry. U.S.AirForce Missile and Test Centre. Society For Cultural Relations With The U.S.S.R. Planet News. British Interplanetary Society. National Film Board of Canada. George Philip’s Globe by Rand McNally & Company. New York. U.S. Army Air Force. Photograph Picture by Morris Allan, Defence Ministry. U.S.AirForce Missile and Test Centre. Society For Cultural Relations With The U.S.S.R. Planet News. British Interplanetary Society. National Film Board of Canada. George Philip’s Globe by Rand McNally & Company. New York. U.S. Army Air Force. Photograph Picture by Morris Allan, Defence Ministry. U.S.AirForce Missile and Test Centre. Society For Cultural Relations With The U.S.S.R. Planet News. British Interplanetary Society. National Film Board of Canada. George Philip’s Globe by Rand McNally & Company. New York. U.S. Army Air Force. Photograph Picture by Morris Allan, Defence Ministry. U.S.AirForce Missile and Test Centre. Society For Cultural Relations With The U.S.S.R. Planet News. 250 **index** **AERATION** of light, 160 Adams, J. C., 103-104 Adams, W. S., 176-179 Acrobates, 180-182 Aerolites, 194 Airy, G. B., 103-104, 111 Alberto (Eta Tauri), 191 Al-Cayman (Eta Tauri), 191 Al-Battani, 27 Alchemy, 27 Alcock, G. E. D., 153 Aldebaran, 169, 172, 193 Alexandrian Library, 25, 26 Algol, 188-9 Alkaid, 200-201 Amagat, the, 25, 27 Al-Mamoun, 27 Alpha Centauri, 29, 161-2, 178 Alphonsine Tables, 28 Alphonsus (lunar crater), 125-126 Alpina (Vega), 25 Alps (lunar), 126 Al-Sufi, 27, 28 Altair, 27-28 Altitudinous mountings for telescopes, 110 Andromeda, Great Galaxy in, 13, 193, 286-287 Andromeda, legend of, 39-40 Angestrom, A., 207 Anguieras, 34-35 Antaratsis, 162-163 Antaratsis II, 344-345 Apeironia (lunar), 346-347 Arab astronomy, 26, 27-28 Araxes, I., 350-351 Arcetri Observatory, 169 Arcturus, 28s, 89-90 Argelander, J., 350-351 Arizadus Clef, 353 Aries, 41-42 Aries Point of see Vernal Equinox Aristarchus, 24 Aristarchus (lunar crater), 63 Arnoldi, P., 350-351 Arrhenius, S., 376-378 Ashen Light, 198 Aspera (Minor Planet), Astrum, 100 Astrolabe, see Astrolabe Astronomy, Astrology, 22. Athens Observatory, 198. Atmospheric Structure of Earth's Atmosphere, Aurorae, 85. Auzout, A., 62, 67. Babbage, W., 197. Bacon, R., c.49. Baghdad School of astronomy, c.57. Bailly, J. S., 88. Baily (lunar crater), 124. Barbados (lunar crater), 131. Barnard's Ecliptic Star Cluster, Barnard's Star, 74. Barrow's Star Cluster, Baye's Star Cluster, Bavasos Tapastery, Beer's Star Cluster, Bessel's Star Cluster, Beta Lyrae, Betelgeux, Beta Lyrae, Beuchet's Star Cluster, Bourget's Star Cluster, Bowl of the Astronomers, Cassini's Star Cluster, Cassiopeia (lunar crater), Cassiopeia (lunar cluster), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star), Cassiopeia (lunar star) Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculus of light, Calculation by the use of a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadrant and a quadratic equation with two variables, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant, Quadrant Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use of an equatorially mounted telescope with an equatorial mounting for telescopes. Calculation by the use Colliding galaxies. Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxies Colliding galaxie index 251 **Eratosthenes,** 24 Eratosthenes, 139 Erythraeanum, Mare, 139 Escape velocity, 224 Eta Aquilae, 185 Eratosthenes, 137-8 Euler, L., 167 Europe, 147 Evolutionary theory of the universe, 218-9 Ewen, H., 217 Explorer I, American satellite, 234 **fabriciusi,** D., 183 Fabricius, J., 53, 183 Fahrenheit, 100 First Point of Aries, see Vernal Equinox Fizziu, H., 110 Flamsteed, John, 124 Hamstedt, J., 70-80, 91, 102, 183 Hamstedt House, 97 Hannibal, 100 Fourcoudt, C., 110 Fox Talbot, L., 130 Freyre, E., 226-7 Fraunhofer Lines, 165, 166 Frageris, Marq, 123 **G.** g. **g.** g. **G.** g. **G.** g. **G.** g. **G.** g. **G.** g. **G.** g. **G.** g. **G.** g. **G.** g. **G.** g. **G.** g. **G.** g. **G.** g. **G.** g. **G.** g. **G.** g. **G.** g. **G.** g. **G.** g. **G.** g. **G.** g. **G.** g. **G.** g. **G.** g. **G.** g. **G.** g. Juno, too Juno Caesar, 27 Vulcanus (Juno Crater), 63 Jupiter, 13, 117; 145-7; 173; 222 Lunar rotation of $6^\circ$, $64^\circ$; Lunar satellites of $3^\circ$, $49$, $68$, $147$ KANT, J., 90 Kappa Pappanu, 185 Kappa Pappanu, 185 Kelvin, Lord, 175 Kirkwood's Law of $3^{\circ}$ to $6^{\circ}$; $58$, $158$, $224$ Keppler's Laws, 45 Keppler's Star, $q$, $86$, $215$; Keppler's Star, $q$, $86$, $215$; Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission, Kirchhoff's Law of Absorption and Emission,A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength on the x-axis and intensity on the y-axis.A diagram showing Kirchhoff's law of absorption and emission with a black body at different temperatures on a graph with wavelength An illustration depicting Kepler’s laws: The first shows three planets orbiting around their star in elliptical paths; The second shows two planets orbiting around their star in elliptical paths; The third shows two planets orbiting around their star in elliptical paths. An illustration depicting Kepler’s laws: The first shows three planets orbiting around their star in elliptical paths; The second shows two planets orbiting around their star in elliptical paths; The third shows two planets orbiting around their star in elliptical paths. An illustration depicting Kepler’s laws: The first shows three planets orbiting around their star in elliptical paths; The second shows two planets orbiting around their star in elliptical paths; The third shows two planets orbiting around their star in elliptical paths. An illustration depicting Kepler’s laws: The first shows three planets orbiting around their star in elliptical paths; The second shows two planets orbiting around their star in elliptical paths; The third shows two planets orbiting around their star in elliptical paths. An illustration depicting Kepler’s laws: The first shows three planets orbiting around their star in elliptical paths; The second shows two planets orbiting around their star in elliptical paths; The third shows two planets orbiting around their star in elliptical paths. An illustration depicting Kepler’s laws: The first shows three planets orbiting around their star in elliptical paths; The second shows two planets orbiting around their star in elliptical paths; The third shows two planets orbiting around their star in elliptical paths. An illustration depicting Kepler’s laws: The first shows three planets orbiting around their star in elliptical paths; The second shows two planets orbiting around their star in elliptical paths; The third shows two planets orbiting around their star in elliptical paths. An illustration depicting Kepler’s laws: The first shows three planets orbiting around their star in elliptical paths; The second shows two planets orbiting around their star in elliptical paths; The third shows two planets orbiting around their star in elliptical paths. An illustration depicting Kepler’s laws: The first shows three planets orbiting around their star in elliptical paths; The second shows two planets orbiting around their star in elliptical paths; The third shows two planets orbiting around their star in elliptical paths. An illustration depicting Kepler’s laws: The first shows three planets orbiting around their star in elliptical paths; The second shows two planets orbiting around their star in elliptical paths; The third shows two planets orbiting around their star in elliptical paths. An illustration depicting Kepler’s laws: The first shows three planets orbiting around their star in elliptical paths; The second shows two planets orbiting around their star in elliptical paths; The third shows two planets orbiting around their star in elliptical paths. An illustration depicting Kepler’s laws: The first shows three planets orbiting around their star in elliptical paths; The second shows two planets orbiting around their star in elliptical paths; The third shows two planets orbiting around their star in elliptical paths. An illustration depicting Kepler’s laws: The first shows three planets orbiting around their star in elliptical paths; The second shows two planets orbiting around their star in elliptical paths; The third shows two planets orbiting around their star in elliptical paths. An illustration depicting Kepler’s laws: The first shows three planets orbiting around their star in elliptical paths; The second shows two planets orbiting around their star in elliptical paths; The third shows two planets orbiting around their star in elliptical paths. An illustration depicting Kepler’s laws: The first shows three planets orbiting around their star in elliptical paths; The second shows two planets orbiting around their star in elliptical paths; The third shows two planets orbiting around their star in elliptical paths. An illustration depicting Kepler’s laws: The first shows three planets orbiting around their star in elliptical paths; The second shows two planets orbiting around their star in elliptical paths; The third shows two planets orbiting around their star in elliptical paths. An illustration depicting Kepler’s laws: The first shows three planets orbiting around their star in elliptical paths; The second shows two planets orbiting around their star in elliptical paths; The third shows two planets orbiting around their star in elliptical paths. An illustration depicting Kepler’s laws: The first shows three planets orbiting around their star in elliptical paths; The second shows two planets orbiting around their star in elliptical paths; The third shows two planets orbiting around their star in elliptical paths. An illustration depicting Kepler’s laws: The first shows three planets orbiting around their star in elliptical paths; The second shows two planets orbiting around their star in elliptical paths; The third shows two planets orbiting around their star in elliptical paths. An illustration depicting Kepler’s laws: The first shows three planets orbiting around their star in elliptical paths; The second shows two planets orbiting around their star in elliptical paths; The third shows two planets orbiting around their star in elliptical paths. An illustration depicting Kepler’s laws: The first shows three planets orbiting around their star in elliptical paths; The second shows two planets orbiting around their star in elliptical paths; The third shows two planets orbiting around their star in elliptical paths. An illustration depicting Kepler’s laws: The first shows three planets orbiting around their star in elliptical paths; The second shows two planets orbiting around their star in elliptical paths; The third shows two planets orbiting around their star in elliptical An illustration depicting Kepler’s laws: Three bodies (planets) are shown revolving about each other (the sun) following ellipses rather than circles. The innermost planet is shown moving counterclockwise. The middle planet is shown moving clockwise. The outermost planet is shown moving counterclockwise. The orbits are depicted as ellipses rather than perfect circles. The sun is located slightly off-center to one side. The relative sizes are not to scale. The innermost planet has an orbital period that is less than that required for circular motion. The middle planet has an orbital period that is greater than that required for circular motion. The outermost planet has an orbital period that is greater than that required for circular motion. The orbits are depicted as ellipses rather than perfect circles. The sun is located slightly off-center to one side. The relative sizes are not to scale. The innermost planet has an orbital period that is less than that required for circular motion. The middle planet has an orbital period that is greater than that required for circular motion. The outermost planet has an orbital period that is greater than that required for circular motion. The orbits are depicted as ellipses rather than perfect circles. The sun is located slightly off-center to one side. The relative sizes are not to scale. The innermost planet has an orbital period that is less than that required for circular motion. The middle planet has an orbital period that is greater than that required for circular motion. The outermost planet has an orbital period that is greater than that required for circular motion. The orbits are depicted as ellipses rather than perfect circles. The sun is located slightly off-center to one side. The relative sizes are not to scale. The innermost planet has an orbital period that is less than that required for circular motion. The middle planet has an orbital period that is greater than that required for circular motion. The outermost planet has an orbital period that is greater than that required for circular motion. The orbits are depicted as ellipses rather than perfect circles. The sun is located slightly off-center to one side. The relative sizes are not to scale. The innermost planet has an orbital period that is less than that required for circular motion. The middle planet has an orbital period that is greater than that required for circular motion. The outermost planet has an orbital period that is greater than that required for circular motion. The orbits are depicted as ellipses rather than perfect circles. The sun is located slightly off-center to one side. The relative sizes are not to scale. The innermost planet has an orbital period that is less than that required for circular motion. The middle planet has an orbital period that is greater than that required for circular motion. The outermost planet has an orbital period that is greater than that required for circular motion. The orbits are depicted as ellipses rather than perfect circles. The sun is located slightly off-center to one side. The relative sizes are not to scale. The innermost planet has an orbital period that is less than that required for circular motion. The middle planet has an orbital period that is greater than that required for circular motion. The outermost planet has an orbital period that is greater than that required for circular motion. The orbits are depicted as ellipses rather than perfect circles. The sun is located slightly off-center to one side. The relative sizes are not to scale. The innermost planet has an orbital period that is less than that required for circular motion. The middle planet has an orbital period that is greater than that required for circular motion. The outermost planet has an orbital period that is greater than that required for circular motion. The orbits are depicted as ellipses rather than perfect circles. The sun is located slightly off-center to one side. The relative sizes are not to scale. The innermost planet has an orbital period that is less than that required for circular motion. The middle planet has an orbital period that is greater than that required for circular motion. The outermost planet has an orbital period that is greater than that required for circular motion. The orbits are depicted as ellipses rather than perfect circles. The sun is located slightly off-center to one side. The relative sizes are not to scale. The innermost planet has an orbital period that is less than that required for circular motion. The middle planet has an orbital period that is greater than that required for circular motion. The outermost planet has an orbital period that is greater than that required for circular motion. The orbits are depicted as ellipses rather than perfect circles. The sun is located slightly off-center to one side. The relative sizes are not to scale. The innermost planet has an orbital period that is less than An illustration depicting Kepler’s laws: Three bodies (planets) are shown revolving about each other (the sun) following ellipses rather than circles. Each ellipse represents an eccentricity varying from left to right (from smaller to larger). In this depiction: - **Innermost Planet:** Orbits closer to circle (smaller eccentricity). - **Middle Planet:** Orbits more elongated (larger eccentricity). - **Outermost Planet:** Orbits even more elongated (larger eccentricity). This illustrates how eccentricity affects planetary orbits over time. 252 index Maya astronomy, 36 Mayes, S., 40 Mayes, R., 181 Mars, 138-43, 145, 221 canals, 147 caps, polar, 66-7, 139 clouds, 141-42 mooncraters, 34, 46-66, 72-78, 83 organisms, living, 190-192, 143-145 rotation, 66 satellites, 143-145 temperature of, 139, 141 Makenseyne, N., 93, 115 Matter, atomic, see Atomic matter McDonald Observatory, 118 Mecca, Holy Stone at, 157 Michelson, A., 200 Menzel, D. H., 138 Mercury, see Mercury Mercury transit of Earth, 47-48, 227-229 transits of, 38-40, 85 Meridians, 47 Messier, J. E., 551 catalogue of nebulae, 551 Meteor Crater in Arizona, 198 Metempsychosis, 357 Meteorites, 355-57 radiants, 156 radio astronomical studies of, 211 Metsu, 109 Mesudon Refractor, 125-149 Mitchell's telescope, see Mitchell's telescope Milky Way, 49 radio waves from, 209 Mills, B. V., 234 Mills Crows, 214-15 Mimas, see Mimas Minor Planets, 69-102 Mira Ceti', 183-4; 190 Mira Ceti', see Mira Ceti' Montanari G., 188 Moon, I33-132; albedo; atmosphere; cielis; craters; diameter; distance; Earthshine on; ephemerides; equinoxes; origin of; phases of; photographing; rays; tides; rotation of; surface features; stars; temperature; transit of Moonwatch Project, 234 Moore, A. L., see Moore A. L. Moscowian Mare, 239 Mohounl F. R., see Mohounl F. R. Moonlight and Atmospheric Light, 124 Mount Wilson Observatory, 117 Mu Cephei', see Mu Cephei' Multiple Stars and Variable Stars Munich Optical Institute, 108 NAMSYTH', J., 128; Nautical Almanac, Nicholas' table (see Table) Nickle's table (see Table) Nebula in Orion, see Orion Nebula in Nebular Hypothesis, Neptune, Neurodegeneration, Neridat, Nero (Roman emperor), see Nero (Roman emperor) Nero (Roman emperor), see Nero (Roman emperor) Nero (Roman emperor), see Nero (Roman emperor) Nero (Roman emperor), see Nero (Roman emperor) Nero (Roman emperor), see Nero (Roman emperor) Nero (Roman emperor), see Nero (Roman emperor) Nero (Roman emperor), see Nero (Roman emperor) Nero (Roman emperor), see Nero (Roman emperor) Nero (Roman emperor), see Nero (Roman emperor) Nero (Roman emperor), see Nero (Roman emperor) Nero (Roman emperor), see Nero (Roman emperor) Nero (Roman emperor), see Nero (Roman emperor) Nero (Roman emperor), see Nero (Roman emperor) Nero (Roman emperor), see Nero (Roman emperor) Nero (Roman emperor), see Nero (roman emperor) Nero (roman emperor), see Nero (roman emperor) Nero (roman emperor), see Nero (roman emperor) Nero (roman emperor), see Nero (roman emperor) Nero (roman emperor), see Nero (roman emperor) Nero (roman emperor), see Nero (roman emperor) Nero (roman emperor), see Nero (roman emperor) Nero (roman emperor), see Nero (roman emperor) Nero (roman emperor), see Nero (roman emperor) Nero (roman emperor), see Nero (roman emperor) Nero (roman emperor), see Nero (roman emperor) Nero (roman emperor), see Nero (roman emperor) Nero (roman emperor), see Nero (roman emperor) Nero (roman emperor), see Nero (roman emper... Nero (roman emper..., see Nero... Nero... Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Neptune, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Pluto, Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polaris. Polar... ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) ![image](https://www.example.com/image.jpg) index 253 **LADY TRIBUNAL**, 195 Saint-Pierre, p8 Saros Period, 20 Satellites of planets, 13, 49 Saturn, 64-65, 72-73, 237 Saturn, 50-64, 147-150, 159, 173, 222 rings of, 64, 148-149 radio waves of, 15 satellites of, 66, 67, 95 Schiaparelli, G. V., 134, 135, 139, 143 Schmidt, B., 184 Schmidt, B., 181 Schmidt, J., 125, 128 Schmidt Camera, 183 Schmidt Camera, 184 Schmidt Camera, 185 Schmidts Camera, 186 Schmidts Camera, 187 Schmidts Camera, 188 Schmidts Camera, 189 Schmidts Camera, 190 Schmidts Camera, 191 Schmidts Camera, 192 Schmidts Camera, 193 Schmidts Camera, 194 Schmidts Camera, 195 Schmidts Camera, 196 Schmidts Camera, 197 Schmidts Camera, 198 Schmidts Camera, 199 Schmidts Camera, 200 Schmidts Camera, 201 Schmidts Camera, 202 Schmidts Camera, 203 Schmidts Camera, 204 Schmidts Camera, 205 Schmidts Camera, 206 Schmidts Camera, 207 Schmidts Camera, 208 Schmidts Camera, 209 Schmidts Camera, 210 Schmidts Camera, 211 Schmidts Camera, 212 Schmidts Camera, 213 Schmidts Camera, 214 Schmidts Camera, 215 Schmidts Camera, 216 Schmidts Camera, 217 Schmidts Camera, 218 Schmidts Camera, 219 Schmidts Camera, 220 Schmidts Camera, 221 Schmidts Camera, 222 Schmidts Camera, 223 Schmidts Camera, 224 Schmidts Camera, 225 Schmidts Camera, 226 Schmidts Camera, 227 Schmidts Camera, 228 Schmidts Camera, 229 Schmidts Camera, 230 Schmidts Camera, 231 Schmidts Camera, 232 Schmidts Camera, 233 Schmidts Camera, 234 Schmidts Camera, 235 Schmidts Camera, 236 Schmidts Camera, 237 Schmidts Camera, 238 Schmidts Camera, 239 Schmidts Camera, 240 A close-up view of Earth from space, showing the western coast of Europe and North Africa. The landmasses are detailed with varying shades of green and brown, indicating different terrains. The ocean is depicted in blue, with some white clouds visible in the sky. A large, detailed moon with dark craters and a pinkish hue is set against a starry background. Patrick Moore ASTRONOMY McGraw-Hill Saturn with rings Astronomy PATRICK MOORE ASTRONOMY PATRICK MOORE OLDBOURNE LONDON
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