http://web.mit.edu/16.20/homepage/9_Buckling/Buckling_files/module_9_with_solutions.pdf WebApply the appropriate boundary conditions to this problem to obtain the solution for the de ection in terms of Solution: Applying the boundary condition u 0 3 = 0 at x 1 = 0, we nd: kA cos( k 0) B sin( k 0) = kA = 0 (9.5) from which we conclude that A = 0. From the boundary condition u 3 = 0 at x 1 = 0, we obtain: B cos( k 0)+ = 0 (9.6)

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