Analytical mechanics for students of physics and engineering (1913)
Dadourian, Haroutune Mugurditch, 1878- · New York, D. Van Nostrand company · leaf 172
er of mass of the cylinder; then taking a slice obtained by two rightsections as the element of mass we get, by theorem II,dly = dlyT + 2^ dm, where dm is the mass of the element, dly and dly are the moments ofinertia of the element about the given axis and about a parallel axis throughthe center… … Substituting this value of dly in the expression for dly we get dly = (v + 2^ jdmIntegrating the last equation we have , ma , r oj/„ = —+J zdm I ma . f ^ , , , = ——hi ^z-Tiradz 158 ANALYTICAL MECHANICS _ ma ,~ 4 * 2 , TTaH12
Mechanics, Analytic
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