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By integrating the differential equations of cquilibrium, calculate Vy and M, for 0 < 1 < L. Clearly state the boundary conditions. Verify the solution by using the free body diagram method. Plot V, and M, vs V, = for 0 <=< 1. L Vy(z) Vy (0) V,(0) is V,(x) at 1 = 0 M, = M:(z) Po %3D Py = Po sin EI, L

By integrating the differential equations of cquilibrium, calculate Vy and M, for 0 < 1 < L. Clearly state the boundary conditions. Verify the solution by using the free body diagram method. Plot V, and M, vs V, = for 0 <=< 1. L Vy(z) Vy (0) V,(0) is V,(x) at 1 = 0 M, = M:(z) Po %3D Py = Po sin EI, L

Structural Analysis
Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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By integrating the differential equations of equilibrium, calculate V, and M, for 0 < x < L. Clearly state the boundary conditions. Verify the solution by using the free body diagram method. Plot V, and M, vs L < 1. for 0 < L Vy Vy(z) Vy(0) V,(0) is V,(x) at 1 = 0 M, = M-(2) Po TTX' Py = Po sin () EI, L
Transcribed Image Text:By integrating the differential equations of equilibrium, calculate V, and M, for 0 < x < L. Clearly state the boundary conditions. Verify the solution by using the free body diagram method. Plot V, and M, vs L < 1. for 0 < L Vy Vy(z) Vy(0) V,(0) is V,(x) at 1 = 0 M, = M-(2) Po TTX' Py = Po sin () EI, L
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