Energy methods i finite element analysis

The classical variationa principes of mechanics;Approximation of three-dimensional models by two-dimensiona models in plate theory;The global constant strain condition and the patch test;The influence of the finite element method on developments in structural dynamics;Marriage à la mode - The best of both worlds;On compatible and equilibrium models with linear stresses for stretching of elastic plates;Note on a finite eement stifiness formulation in shel theory;Complementary energy with penalty functions in finite element analysis;Dual finite element models for second order elliptic problems;Non-standar finite elements for fourth order elliptic problems;Some equilibrium finite element methods for two-dimensional problems in continuum mechanics;Improved displacement finite elements for incompressible materials;On numerica methods for the stokes problem;use of the current stiffness parameter in solution of nonlinear problems;Total and updated lagrangian descriptions in nonlinear structural analysis: A unified approach;Hypr-beams, generalized splines, and practical curve fitting;The saddle point of a differential program;A finite element method for cyclically loaded creeping structures;Application of the biorthogonal lanczos algorithm;The main publications of professor Fraeijs de Veubeke

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