A person uses a wrench to apply a force FA and a moment MA to the end of a cantilever beam. The weight of the beam is represented by the uniform distributed load ω0.
(a) For FA ≠ 0, M A = 0, and ω0 = 0. determine the shear and moment as functions of position. Express your answers in terms of FA.
(b) For FA=0, MA ≠ 0 and ω0=0. determine the shear and moment as functions of position. Express your answers in terms of MA.
(c) For FA= 0, MA = 0, and ≠ 0, determine the shear and moment as functions of position. Express your answers in terms of ω0.
(d) If FA = 20lb. MA = 200in.-lb. ω0 = 0.5 lb/in., and L = 30 in., use superposition of the results of Parts (a) through (c) to determine the shear and moment as functions of position, and draw the shear and moment diagrams.
Figure P8.53
We need at least 10 more requests to produce the solution.
0 / 10 have requested this problem solution
The more requests, the faster the answer.