The Laws of Centripetal and Centrifugal Force...

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J. Nourse, 1769 - 81 ページ
 

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22 ページ - SA, and ^>=SP the perpendicular on the tangent at A. Let AR be the radius of curvature; from the point a in the curve infinitely near A, draw am, an parallel to AS, AR. Let C= velocity in the curve ; c- velocity in the circle.
37 ページ - AD — z. f •=. fpace a body will defcend at P, in a fecond, by the centripetal force, vr: the velocity the body is projected with from P, or the fpace it defcribes in a fecond. Then \/2df\s the velocity of a body revolving in a circle, at the diftance SP.

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