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In this paper the performance of various stabilized mixed finite element methods based on the lowest equal-order polynomial pairs (i.e., P1 − P1 or Q1 − Q1) are numerically investigated for the stationary Stokes equations: penalty, regular, multiscale enrichment, and local Gauss integration methods. Comparisons between them will be carried out in terms of the critical factors: stabilization parameters,...
In this paper the performance of various stabilized mixed finite element methods based on the lowest equal-order polynomial pairs (i.e., P 1 − P 1 or Q 1 − Q 1) are numerically investigated for the stationary Stokes equations: penalty, regular, multiscale enrichment, and local Gauss integration methods. Comparisons between them will be carried out in terms of the critical factors: stabilization parameters,...
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