The World's Greatest Books [Volumes 1-15, 17-20]
- Автор: Gutenberg
- Год: 1910
- Язык: английский
- Жанр: Культурология
Электронная книга - «The World's Greatest Books [Volumes 1-15, 17-20]». Краткое содержание книги:
The World's Greatest Books — Volume 01 — Fiction от Неизвестный
The World's Greatest Books — Volume 02 — Fiction от Неизвестный
The World's Greatest Books — Volume 03 — Fiction от Неизвестный
The World's Greatest Books — Volume 04 — Fiction от Неизвестный
The World's Greatest Books — Volume 05 — Fiction от Неизвестный
The World's Greatest Books — Volume 06 — Fiction от Неизвестный
The World's Greatest Books — Volume 07 — Fiction от Неизвестный
The World's Greatest Books — Volume 08 — Fiction от Неизвестный
The World's Greatest Books — Volume 09 — Lives and Letters от Неизвестный
The World's Greatest Books — Volume 10 — Lives and Letters от Неизвестный
The World's Greatest Books — Volume 11 — Ancient and Mediæval History от Неизвестный
The World's Greatest Books — Volume 12 — Modern History от Неизвестный
The World's Greatest Books — Volume 13 — Religion and Philosophy от Неизвестный
The World's Greatest Books — Volume 14 — Philosophy and Economics от Неизвестный
The World's Greatest Books — Volume 15 — Science от Неизвестный
The World's Greatest Books — Volume 17 — Poetry and Drama от Неизвестный
The world's greatest books от Mee, Arthur, 1875-1943, joint editor & Hammerton, John Alexander, Sir, 1871-1949, joint editor & McClure, S. S. (Samuel Sidney), 1857-1949, joint editor
The World's Greatest Books — Volume 19 — Travel and Adventure от Неизвестный
The World's Greatest Books — Volume 20 — Miscellaneous Literature and Index от Неизвестный
By accurate measurements Newton found that the thickness of air at which the most luminous parts of the first rings were produced were, in parts of an inch, as 1, 3, 5, 7, 9, and 11 to 178,000.
If the medium or the substance of the thin plate is water, as in the case of the soap-bubble, which produces beautiful colours according to its different degrees of thinness, the thicknesses at which the most luminous parts of the ring appear are produced at 1/1.336 the thickness at which they are produced in air, and, in the case of glass or mica, at 1/1.525 at thickness, the numbers 1.336, 1.525 expressing the ratio of the sines of the angles of incidence and refraction which produce the colours.
From the phenomena thus briefly described, Newton deduced that ingenious, though hypothetical, property of light called its "fits of easy reflection and transmission." This property consists in supposing that every particle of light from its first discharge from a luminous body possesses, at equally distant intervals, dispositions to be reflected from, and transmitted through, the surfaces of the bodies upon which it is incident. Hence, if a particle of light reaches a reflecting surface of glass when in its fit of easy reflection, or in its disposition to be reflected, it will yield more readily to the reflecting force of the surface; and, on the contrary, if it reaches the same surface while in a fit of easy transmission, or in a disposition to be transmitted, it will yield with more difficulty to the reflecting force.
The application of the theory of alternate fits of transmission and reflection to explain the colours of thin plates is very simple.
Transparency, opacity and colour were explained by Newton on the following principles.
Bodies that have the greatest refractive powers reflect the greatest quantity of light from their surfaces, and at the confines of equally refracting media there is no reflection.
The least parts of almost all natural bodies are in some measure transparent.
Between the parts of opaque and coloured bodies are many spaces, or pores, either empty or filled with media of other densities.
The parts of bodies and their interstices or pores must not be less than of some definite bigness to render them coloured.
The transparent parts of bodies, according to their several sizes, reflect rays of one colour, and transmit those of another on the same ground that thin plates do reflect or transmit these rays.
The parts of bodies on which their colour depend are denser than the medium which pervades their interstices.
The bigness of the component parts of natural bodies may be conjectured by their colours.
Transparency he considers as arising from the particles and their intervals, or pores, being too small to cause reflection at their common surfaces; so that all light which enters transparent bodies passes through them without any portion of it being turned from its path by reflexion.
Opacity, he thinks, arises from an opposite cause, viz., when the parts of bodies are of such a size to be capable of reflecting the light which falls upon them, in which case the light is "stopped or stifled" by the multitude of reflections.
The colours of natural bodies have, in the Newtonian hypothesis, the same origin as the colours of thin plates, their transparent particles, according to their several sizes, reflecting rays of one colour and transmitting those of another.
Among the optical discoveries of Newton those which he made on the inflection of light hold a high place. They were first published in his "Treatise on Optics," in 1707.
III--The Discovery of the Law of Gravitation
From the optical labours of Newton we now proceed to the history of his astronomical discoveries, those transcendent deductions of human reason by which he has secured to himself an immortal name, and vindicated the intellectual dignity of his species.
In the year 1666, Newton was sitting in his garden at Woolsthorpe, reflecting on the nature of gravity, that remarkable power which causes all bodies to descend towards the centre of the earth. As this power does not sensibly diminish at the greatest height we can reach he conceived it possible that it might reach to the moon and affect its motion, and even hold it in its orbit. At such a distance, however, he considered some diminution of the force probable, and in order to estimate the diminution, he supposed that the primary planets were carried round the sun by the same force. On this assumption, by comparing the periods of the different planets with their distances from the sun, he found that the force must decrease as the squares of the distances from the sun. In drawing this conclusion he supposed the planets to move in circular orbits round the sun.
Having thus obtained a law, he next tried to ascertain if it applied to the moon and the earth, to determine if the force emanating from the earth was sufficient, if diminished in the duplicate ratio of the moon's distance, to retain the moon in its orbit. For this purpose it was necessary to compare the space through which heavy bodies fall in a second at the surface of the earth with the space through which the moon, as it were, falls to the earth in a second of time, while revolving in a circular orbit. Owing to an erroneous estimate of the earth's diameter, he found the facts not quite in accordance with the supposed law; he found that the force which on this assumption would act upon the moon would be one-sixth more than required to retain it in its orbit.
Because of this incongruity he let the matter drop for a time. But, in 1679, his mind again reverted to the subject; and in 1682, having obtained a correct measurement of the diameter of the earth, he repeated his calculations of 1666. In the progress of his calculations he saw that the result which he had formerly expected was likely to be produced, and he was thrown into such a state of nervous irritability that he was unable to carry on the calculation. In this state of mind he entrusted it to one of his friends, and he had the high satisfaction of finding his former views amply realised. The force of gravity which regulated the fall of bodies at the earth's surface, when diminished as the square of the moon's distance from the earth, was found to be exactly equal to the centrifugal force of the moon as deduced from her observed distance and velocity.
The influence of such a result upon such a mind may be more easily conceived than described. The whole material universe was opened out before him; the sun with all his attending planets; the planets with all their satellites; the comets wheeling in every direction in their eccentric orbits; and the system of the fixed stars stretching to the remotest limits of space. All the varied and complicated movements of the heavens, in short, must have been at once presented to his mind as the necessary result of that law which he had established in reference to the earth and the moon.
After extending this law to the other bodies of the system, he composed a series of propositions on the motion of the primary planets about the sun, which was sent to London about the end of 1683, and was soon afterwards communicated to the Royal Society.
Newton's discovery was claimed by Hooke, who certainly aided Newton to reach the truth, and was certainly also on the track of the same law.
Between 1686 and 1687 appeared the three books of Newton's immortal work, known as the "Principia." The first and second book are entitled "On the Motion of Bodies," and the third "On the System of the World."