Nonlinear Subgrid Embedded Element-free Galerkin Method for Monotone Cfd Solutions

Abstract

Achieving stable, accurate, monotone and efficient (SAME) discrete approximate solution is of tremendous interest for convection-dominated computational fluid dynamics (CFD) applications. Recently, a non-linear SubGrid eMbedded (SGM) finite element basis was developed for generating multidimensional SAME solutions via the weak statement (WS). The theory… (More)

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