A History of Mechanics
Dover Publications, 1988 - 662 стор.
"A remarkable work which will remain a document of the first rank for the historian of mechanics." -- Louis de Broglie
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Proposition I. — When weights suspended at equal distances are in equilibrium,
these weights are equal to each other. (Proof by reductio ad absurdum based on
Postulate 4).) Proposition II. — Unequal weights suspended at equal distances ...
Proposition VI in its entirety in order to illustrate the nature of Archimedes' logical
apparatus. This should not be allowed, however, to create too great an illusion of
power. Indeed, Archimedes assumes in this proof that the load on the fulcrum of ...
Huyghens' long demonstration of proposition XVIII reduces, then, to the
verification of the equality 2 2 *—a – or g” = K* – d”. This is an immediate
consequence of the very definition of the moment of inertia, which was to be
introduced by Euler.
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