9th Edition

ISBN: 9780133254426

Author: Russell C. Hibbeler

Publisher: Prentice Hall

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Textbook Question

Chapter 14.2, Problem 14.24P

Determine the bending strain energy in the simply supported beam. Solve the problem two ways, (a) Apply Eq. 14–17. (b) The load w dx acting on the segment dx of the beam is displaced a distance y, where y = w(−x⁴ + 2Lx³ − L³x)/(24EI), the equation of the elastic curve. Hence the internal strain energy in the differential segment dx of the beam is equal to the external work, i.e., d U i = 1 2 ( w d x ) ( − y ) . Integrate this equation to obtain the total strain energy in the beam. EI is constant.

Chapter 14.2, Problem 14.24P, Determine the bending strain energy in the simply supported beam. Solve the problem two ways, (a)

Prob. 14–24

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Chapter 14.2, Problem 14.23P

Chapter 14.3, Problem 14.25P

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Chapter 14 Solutions

Mechanics of Materials

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