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The problem of the motion of bodies
a historical view of the development of classical mechanics -
A View Of Sir Isaac Newton's Philosophy
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Before Voltaire
the French origins of "Newtonian" mechanics, 1680-1715 -
Mathematical discourses concerning two new sciences relating to mechanicks and local motion, in four dialogues. I. Of the Resistance of Solids against Fraction. II. Of the Cause of their Coherence. III. Of Local Motion, viz. Equable, and naturally Accelerate. IV. Of Violent Motion, or of Projects. By Galileo Galilei, Chief Philosopher and Mathematician to the Grand Duke of Tuscany. With an appendix concerning the center of gravity of solid bodies. Done into English from the Italian, by Tho. Weston, late Master, and now publish'd by John Weston, present Master, of the Academy at Greenwich
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Tracts, physical and mathematical
Containing, an explication of several important points in physical astronomy; and, A new method for ascertaining the Sun's distance from the Earth, by the Theory of Gravity. By Dr Matthew Stewart, Professor of Mathematics in the University of Edinburgh -
A treatise of mechanicks
or, the science of the effects of powers, or moving forces, as apply'd to machines, demonstrated from its first principles. Done out of French. ... By Thomas Watts -
The principles of mechanics
explaining and demonstrating the general laws of motion, the laws of gravity, motion of descending bodies, Projectiles, Mechanic Powers, Pendulums, Centers of Gravity, &c. Strength and Stress of Timber, Hydrostatics, and Construction of Machines -
A treatise of mechanicks
or, the science of the effects of powers or moving forces, as apply'd to machines, demonstrated from its first principles. Done out of French. In this Translation are inserted Particular References to the several Propositions in euclid, on which the Demonstrations are built: With considerable Additions, whereby the Whole is more Compleat and Universal, and particularly the Rising and Falling of the Quicksilver in the Weather-Glass explain'd and accounted for. Useful for all Artificers, as well as Natural Philosophers and Mathematicians. By Thomas Watts, Of the Accomptant's Office, for Qualifying Young Gentlemen for Business