Mixed and hybrid finite element methods
Mixed and hybrid finite element methods
Superconvergence and the superconvergent patch recovery
Finite Elements in Analysis and Design - Special issue: Robert J. Melosh Medal Competition
Review: A posteriori error estimation techniques in practical finite element analysis
Computers and Structures
Improved stresses for the 4-node tetrahedral element
Computers and Structures
A stress improvement procedure
Computers and Structures
Patch based recovery in finite element elastoplastic analysis
Computational Mechanics
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We present in this paper a novel approach to stress calculations in finite element analysis. Rather than using the stress assumption employed in establishing the stiffness matrix, the element nodal point forces are used, in a simple way, to enhance the finite element stress predictions at a low computational cost. While this paper focuses on the improvement of the stress accuracy, the proposed procedure can also be used as a basis for error estimation. Moreover, the procedure is quite general, and has the potential for many applications in finite element analysis.