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The Committee is set up by the Assembly in accordance with Article XI.I of the Statute.
The Committee's sphere of activities covers the whole field of space science. When dealing with space astronomy it shall co-operate with the ESF Standing Committee on Astronomy.
Bearing in mind that the advancement of co-operation in basic research is one of the principal aims of the Foundation and taking into account similar activities of other organisations, the main objects of the Committee are:
(a) to keep under review the scientific and technical development of space science,
(b) to consider possible developments of space research during the coming decade,
(c) to continue to co-operate with the European Space Agency as outlined in the agreement reached in 1976 – ‘Relations between the European Science Foundation and the European Space Agency’,
(d) to maintain close collaboration with the American scientific community through the Space Science Board of the US National Academy of Sciences,
In this account we have attempted to cover the development of space science in the UK over a period a little short of 30 years from the initial steps taken in 1953 to the present time (1983). The concluding date has been arbitrarily chosen – it does not represent any special stage reached. UK space scientists are concerned in a wide variety of projects covering many scientific disciplines. In cosmic X-ray astronomy they are much involved in the ESA EXOSAT satellite to be launched shortly, as well as with bilateral collaborations with West Germany and with Japan. IUE continues to operate very successfully as an ultra-violet observatory satellite. In optical astronomy UK scientists are planning to make maximum possible use of the space telescope and will certainly be concerned in the design and development of instrumentation for the ESA astrometry satellite Hipparcos. The IRAS satellite already pouring out new information about cosmic infrared sources will provide data for UK scientists to work with in infra-red astronomy. In addition UK X-ray astronomy experiments will be flown on Space Lab 1 and Space Lab 2.
A number of UK groups will be involved in instrumentation for GIOTTO, the ESA probe to fly by Halley's Comet in 1986 and for the SPM which will be the first to make observations of the heliosphere well out of the ecliptic plane.
The scientific value of research with artificial satellites
The scientific study of the upper atmosphere of the earth, the solar and lunar influences which affect its behaviour, and the immediate surroundings of the earth in interplanetary space has been proceeding for many years. This has included the investigation of pressure, density, temperature and wind distributions (atmospheric structure), the ionosphere, the airglow and aurora, atmospheric tides, magnetic variations due to circulating currents in the atmosphere or beyond, meteors, cosmic rays and solar disturbances.
In the first instance, this work was carried out exclusively by indirect methods based entirely on the use of equipment on the ground together, of course, with the maximum use of theory. Although remarkable progress has been made, there are certain properties and phenomena which cannot be studied in this way. The most important of many is the nature of the radiation from the sun before it has been modified by the atmosphere. Only a narrow spectrum range of sunlight penetrates to ground level and yet it is the absorbed radiation which is responsible for atmospheric phenomena, such as the ionosphere and the airglow. It is not only the electromagnetic radiation which needs to be studied but also the particle radiation which is responsible, for example, for auroral and magnetic storm phenomena.
Reference has already been made in Chapter 4 to the statement made by the Prime Minister to the House of Commons on 12 May 1959 about space research in Britain. In this he referred, among the different possibilities for the provision of satellite launching systems, to that involving co-operation with some Commonwealth countries. Following this statement, enquiries were made through the UK High Commission in various Commonwealth countries about possibilities of collaboration, not only as regards launching systems but in other aspects of space research such as tracking, data analysis, provision of launching sites for rockets and satellites, and the preparation of scientific experiments to operate in space. Canada, Australia, New Zealand and India expressed interest in different aspects of the matter. Thus Canada, while favourable to collaboration in general, drew attention especially to the existence of their topside ionospheric sounder programme that offered many opportunities for UK participation. Australia was interested in the use of Woomera for launching satellites and a proposal for a space experiment concerning cosmic rays was made by H.G. Messel of Sydney University. India welcomed co-operation in the first instance in tracking and the preparation of scientific equipment. New Zealand welcomed the suggestions for collaboration and looked forward to receiving further details. No country indicated any interest in participation in the development of a satellite launching system as such.
Both interpretation of results obtained by rockets and satellites and the planning of new experiments depend on basic scientific data and laboratory research which are not well catered for.
For example, the reaction rates and processes occurring in the upper atmosphere, in stars and elsewhere in the Universe are not well understood. Laboratory studies are essential if the full value of the space research programme is to be realised. The same is true for plasma flow in the interplanetary field of disturbances created by satellites in rarefied ionized gases. This would require both laboratory and theoretical work.
In the USA these studies are not well co-ordinated with space studies. The same is true of the USSR. Such work would be especially valuable in that it would put Europe in a position to make a more well conceived and co-ordinated attack on the problems of space.
Studies of this kind on both the theoretical and experimental sides are necessary not only before experiments are carried out but also after in order that full value should be obtained from the observations.
Another question concerns the oscillations of pendulums, and it falis into two parts. One is whether all oscillations, large, medium, and small, are truly and precisely made in equal times. The other concerns the ratio of times for bodies hung from unequal threads; the times of their vibrations, I mean…. As to the prior question, whether the same pendulum makes all its oscillations – the largest, the average, and the smallest – in truly and exactly equal times, I submit myself to that which I once heard from our Academician [Galileo]. He demonstrated that the moveable which falls along chords subtended by every arc [of a given circle] necessarily passes over them all in equal times….
As to the ratio of times of oscillations of bodies hanging from strings of different lengths, those times are as the square roots of the string lengths; or should we say that the lengths are as the doubled ratios, or squares, of the times.
Galileo Galilei, Two New Sciences (1638)
FINDING A CLOCK THAT WOULDN'T GET SEASICK
Navigation has provided one of the most persistent motives for measuring time accurately. All navigators depend on continuous time information to find out where they are and to chart their course. But until about two centuries ago, no one was able to make a clock that could keep time accurately at sea.
We have seen that the gaseous and liquid states are only distant stages of the same condition of matter, and are capable of passing into one another by a process of continuous change. A problem of far greater difficulty yet remains to be solved, the possible continuity of the liquid and solid states of matter. The fine discovery made some years ago by James Thomson, of the influence of pressure on the temperature at which liquefaction occurs, and verified experimentally by Sir. W. Thomson, points, as it appears to me, to the direction this inquiry must take; and in the case at least of those bodies which expand in liquefying, and whose melting-points are raised by pressure, the transition may possibly be effected. But this must be a subject for future investigation; and for the present I will not venture to go beyond the conclusion I have already drawn from direct experiment, that the gaseous and liquid forms of matter may be transformed into one another by a series of continuous and unbroken changes.
Thomas Andrews, Philosophical Transactions of 1869
COOLING OFF
How do you make something colder? Making something hotter is easy. For example, if you need to warm yourself on a chilly night, you can build a fire with little or no technology. But to cool yourself on a hot day is quite another matter.
Hitherto we have explained the phenomena of the heavens and of our sea by the power of gravity, but have not yet assigned the cause of this power. This is certain, that it must proceed from a cause that penetrates to the very centres of the sun and planets, without suffering the least diminution of its force; that operates not according to the quantity of the surfaces of the particles upon which it acts (as mechanical causes used to do), but according to the quantity of the solid matter which they contain, and propagates its virtue on all sides to immense distances, decreasing always as the inverse square of the distances.
Isaac Newton, Printipia (1686)
THE GENESIS OF AN IDEA
The year was 1665, the month was August, and Cambridge, England, was besieged by bubonic plague. Isaac Newton, then a 23-year-old university student, retired to the solitude of his family's farm in Lincolnshire until the plague subsided and the university reopened. Not taking kindly to inactivity, Newton composed 22 questions for himself to tackle, ranging from geometric constructions to Galileo's new mechanics to Kepler's planetary laws. During the next 18 months, he immersed himself in the search for answers and along the way discovered calculus, the laws of motion, and the universal law of gravity.
And with respect to the general cause, it seems manifest to me that it is none other than God himself, who, in the beginning, created matter along with motion and rest, and now by his ordinary concourse alone preserves in the whole the same amount of motion and rest that he placed in it. For although motion is nothing in the matter moved but its mode, it has yet a certain and determinate quantity, which we easily see may remain always the same in the whole universe, although it changes in each of the parts of it.
René Descartes, Principles of Philosophy (1644)
THE UNIVERSE AS A MACHINE
In the seventeenth century science assumed its modern form and the scientific spirit infected Europe. It was then that Aristotle's view of nature was rejected and Galileo's great book of the universe was adopted. The new science was nourished by an optimism that mankind could discover the laws of nature.
One of the most significant and influential figures in seventeenth-century natural philosophy was René Descartes. Early in his life, Descartes rebelled against the traditions in which he had been thoroughly educated. He sought new foundations for knowledge, foundations which could underpin confidence in our understanding of nature. Convinced of the indubitable logic of mathematics, Descartes chose to identify mathematics with physics.
Descartes is credited with having been the first person to state the law of inertia correctly.
The initial shock [of acceleration] is the worst part of it, for he is thrown upward as if by an explosion of gun powder…. Therefore he must be dazed by opiates beforehand; his limbs must be carefully protected so that they are not torn from him and the recoil is spread over all parts of his body. Then he will meet new difficulties: immense cold and inhibited respiration…. When the first part of the journey is completed, it becomes easier because on such a long journey the body no doubt escapes the magnetic force of the earth and enters that of the moon, so that the latter gets the upper hand. At this point we set the travellers free and leave them to their own devices: like spiders they will stretch out and contract, and propel themselves forward by their own force – for, as the magnetic forces of the earth and moon both attract the body and hold it suspended, the effect is as if neither of them were attracting it – so that in the end its mass will by itself turn toward the moon.
–Johannes Kepler, Somnium, published posthumously in 1634
FREEWAYS IN THE SKY
Not many years ago, the only conceivable use of the beautiful celestial mechanics developed over hundreds of years was to compute the positions of bodies in the heavens. Today that situation has changed radically.
First of all, it is necessary to note that each pendulum has its own time of vibration, so limited and fixed in advance that it is impossible to move it in any other period than its own unique natural one. Take in hand any string you like, to which a weight is attached, and try the best you can to increase or diminish the frequency of its vibrations; this will be a mere waste of effort. On the other hand, we confer motion on any pendulum, though heavy and at rest, by merely blowing on it. This motion may be quite large if we repeat our puffs; yet it will take place only in accord with the time appropriate to its oscillations. If at the first puff we shall have moved it half an inch from the vertical, by adding the second when, returned toward us, it would commence its second vibration, we confer a new motion on it; and thus successively with more puffs given at the right time (not when the pendulum is going toward us, for thus we should impede the motion and not assist it), and continuing with many impulses, we shall confer on it impetus such that much greater force than a breath would be needed to stop it.
Galileo Galilei, Two New Sciences (1638)
FORCED OSCILLATIONS
Galileo was not the only famous member of the Galilei family; his father Vincenzo was an accomplished and articulate musician.
The heavenly motions are nothing but a continuous song for several voices (perceived by the intellect, not by the ear); a music which, through discordant tensions, through sincopes and cadenzas, as it were (as men employed them in imitation of those natural discords), progresses towards certain predesigned, quasi six-voiced clausuras, and thereby sets landmarks in the immeasurable flow of time, tt is, therefore, no longer surprising that man, in imitation of his creator, has at last discovered the art of figured song, which was unknown to the ancients. Man wanted to reproduce the continuity of cosmic time within a short hour, by an artful symphony for several voices, to obtain a sample test of the delight of the Divine Creator in His works, and to partake of his joy by making music in imitation of God.
Johannes Kepler. Harmony of the World (1618)
Nature and Nature's law lay hid in night.
God said: “Let Newton be”; and all was light.
Alexander Pope, “Epitaph Intended for Sir Isaac Newton”
WINDING UP THE MECHANICAL UNIVERSE
We've now arrived at the final chapter in our study of the mechanical universe. In our story we've introduced revolutionary ideas and heroes from Copernicus to Newton, and just as they did before us, we've linked the physics of the heavens to the physics of the earth.
Everybody knows that heat can cause movement, that it possesses great motive power; steam engines so common today are a vivid and familiar proof of it. … The study of these engines is of the greatest interest, their importance is enormous, and their use increases every day. They seem destined to produce a great revolution in the civilized world….
Despite studies of all kinds devoted to steam engines, and in spite of the satisfactory state they have reached today, the theory of them has advanced very little and the attempts to improve them are still directed almost by chance.
Sadi Camot, “The Motive Power of Heat” (1824)
THE AGE OF STEAM
The age of steam is past. The steam engine is a curiosity, an object of nostalgia that has been replaced by diesel engines, electric motors, turbine engines, and gasoline engines to drive the wheels of civilization. Nonetheless, steam did have its day. The steam engine not only caused the industrial revolution, which changed our lives, it also led to discoveries in physics so profound that they changed the way we think. How did investigations into the nature of steam engines lead to a deeper understanding of the universe?
First, we need to understand how a steam engine operates. In essence, a steam engine is a device which heats water in a dosed container, a boiler, thereby converting it to steam.
“Also I do not at all believe that the judgment wch is given can be taken for a final judgment of the [Royal] Society. Yet Mr Newton has caused it to be published to the world by a book printed expressly for discrediting me, and sent it into Germany, into France and into Italy in the name of the Society …
As for me I have always carried myself with the greatest respect that could be towards Mr Newton. And tho it appears now that there is great room to doubt whether he knew my invention before he had it from me; yet I have spoken as if he had of himself found something like my method; but being abused by some flatterers ill advised, he has taken the liberty to attaque me in a manner very sensible. Judge now Sr, from what side that should principally come wch is requisite to terminate this controversy.”
Leibniz's reply to the Royal Society on the priority claim, 28 April 1714
ANTIDIFFERENTIATION, THE REVERSE OF DIFFERENTIATION
We saw by examples in earlier chapters that laws of physics are often expressed as equations about the rate at which things change – that is, equations about derivatives.
In discussing falling bodies in Chapter 2, we started with a knowledge of the distance function (how far a body falls in a given time), then took its derivative to find its speed (how fast it is falling), and then took the derivative of the speed to find its acceleration (how fast it was getting faster).
In order to obtain physical ideas without adopting a physical theory we must make ourselves familiar with the existence of physical analogies. By a physical analogy I mean that partial similarity between the laws of one science and those of another which makes each of them illustrate the other. Thus all the mathematical sciences are founded on relations between physical laws and laws of numbers, so that the aim of exact science is to reduce the problems of nature to the determination of quantities by operations with numbers. Passing from the most universal analogies to a very partial one, we find the same resemblance in mathematical form between two different phenomena giving rise to a physical theory of light.
James Clerk Maxwell, “On Faraday's Lines of Force” (1855)
FINDING THE CONNECTION BETWEEN ELECTRICITY AND MAGNETISM
The flood of forces identified and classified in the eighteenth century was reduced to a trickle after it was realized that electric forces were responsible for many phenomena. Nature, it seemed, acknowledged only a handful of forces. Each force had its own “universal constant.” For electric forces, it was Ke; for gravity, G; for magnetism, there was an additional constant Km; and for light, there was the speed of light, known since 1630 to be 3 × 108 m/s. Surely many physicists wondered whether these constants and the forces they represent are somehow related.