The Gallery of Portraits: with Memoirs. Volume 1 (of 7)Malkin, Arthur Thomas
History
The Gallery of Portraits: with Memoirs. Volume 1 (of 7)
Malkin, Arthur Thomas
Biography
It is necessary to return to an earlier date, to trace the series of
Newton’s discoveries. This is not the occasion for a minute enumeration
of them, or for any elaborate discussion of their value or explanation
of their principles; but their history and succession require some
notice. The earliest appear to have related to pure mathematics. The
study of Dr. Wallis’s works led him to investigate certain properties of
series, and this course of research soon conducted him to the celebrated
Binomial Theorem. The exact date of his invention of the method of
Fluxions is not known; but it was anterior to 1666, when the breaking
out of the plague obliged him for a time to quit Cambridge, and
consequently when he was only about twenty-three years old.
This change of residence interrupted his optical researches, in which he
had already laid the foundation of his great discoveries. He had
decomposed light into the coloured rays of which it is compounded, and
having thus ascertained the principal cause of the confusion of the
images formed by refraction, he had turned his attention to the
construction of telescopes which should act by reflection, and be free
from this evil. He had not, however, overcome the practical difficulties
of his undertaking, when his retreat from Cambridge for a time stopped
this train of experiment and invention.
On quitting Cambridge Newton retired to Woolsthorpe, where his mind was
principally employed upon the system of the world. The theory of
Copernicus and the discoveries of Galileo and Kepler had at length
furnished the materials from which the true system was to be deduced. It
was indeed all involved in Kepler’s celebrated laws. The equable
description of areas proved the existence of a central force; the
elliptical form of the planetary orbits, and the relation between their
magnitude and the time occupied in describing them, ascertained the law
of its variation. But no one had arisen to demonstrate these necessary
consequences, or even to conjecture the universal principle from which
they were derived. The existence of a central force had been surmised,
and the law of its action guessed at; but no proof had been given of
either, and little attention had been awakened by the conjecture.
Public-domain text, read in full here on John Shaqi.
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