Newton's Principia : $b The mathematical principles of natural philosophyNewton, Isaac
General
Newton's Principia : $b The mathematical principles of natural philosophy
Newton, Isaac
Celestial mechanics -- Early works to 1800; Mechanics -- Early works to 1800
The entire work bears the general title of THE MATHEMATICAL PRINCIPLES
OF NATURAL PHILOSOPHY. It consists of three books: the first two,
entitled, OF THE MOTION OF BODIES, are occupied with the laws and
conditions of motions and forces, and are illustrated with many scholia
treating of some of the most general and best established points in
philosophy, such as the density and resistance of bodies, spaces void
of matter, and the motion of sound and light. From these principles,
there is deduced, in the third book, drawn up in as popular a style as
possible and entitled, OF THE SYSTEM OF THE WORLD, the constitution of
the system of the world. In regard to this book, the author says—"I
had, indeed, composed the third Book in a popular method, that it
might be read by many; but afterwards, considering that such as had
not sufficiently entered into the principles could not easily discover
the strength of the consequences, nor lay aside the prejudices to
which they had been many years accustomed, therefore, to prevent
disputes which might be raised upon such accounts, I chose to reduce
the substance of this Book into the form of Propositions (in the
mathematical way), which should be read by those only who had first
made themselves masters of the principles established in the preceding
Books: not that I would advise any one to the previous study of every
Proposition of those Books."—"It is enough if one carefully reads
the Definitions, the Laws of Motion, and the three first Sections of
the first Book. He may then pass on to this Book, and consult such of
the remaining Propositions of the first two Books, as the references
in this, and his occasions shall require." So that "The System of the
World" is composed both "in a popular method," and in the form of
mathematical Propositions.
The principle of Universal Gravitation, namely, that every particle
of matter is attracted by, or gravitates to, every other particle of
matter, with a force inversely proportional to the squares of their
distances—is the discovery which characterizes THE PRINCIPIA.
This principle the author deduced from the motion of the moon, and the
three laws of Kepler—laws, which Newton, in turn, by his greater law,
demonstrated to be true.
Public-domain text, read in full here on John Shaqi.
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