Finite Element Method

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Introduction – intial value problems of mathematical physics – element calculation-post process – advantages&problems – weighted residual approach – petrov-galerkin-p 2 graduate – cubic approximation -elementary&boundary solutions-derivatives – gouss lobutto – one dimensional f.e-preprosesser – beam problem-planar velocity – principles of work-work,f.e formulation – classical theory of plastics – 3-d analysis – stabilty – convergence – accuracy – hyperabolic problems – non-linear time dependent problems

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