A rectangular plate with the dimensions of a and b is subjected to pure shear force, as shown in the figure. Assume the deformation shape function in shear buckling is:
π€ = π€0. sin (ππ₯/π) . sin (ππ¦/π) . sin (ππ₯/πβππ¦/π)
- Derive the total potential energy
- Determine the integration domain.
- Solve the total potential energy and find the buckling load
- If the plate is with a thickness of 6mm, π = 2π, and π = 1π, assuming πΈ = 200πΊππ, π£ = 0.3 determine the critical buckling load and compare the results with the given equations in codes.
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