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Convergence properties and numerical approximation of the solution of the Mindlin plate bending problem

Roger Pierre
1988 Mathematics of Computation  
We study the behavior of the solution of the Mindlin problem when the thickness becomes small, paying particular attention to the shear stress. We also propose a modification of a known scheme that allows the use of linear finite element approximation and we prove optimal error bounds.
doi:10.1090/s0025-5718-1988-0942141-9 fatcat:bfpspfpe2jewvg52ftoj3532ki