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Calcu7lation of incompressible viscous flows by an unconditionally stable projection FEM

机译:无条件稳定投影有限元法计算不可压缩粘性流

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摘要

This paper investigates the numerical performance of a finite element implementation of a new incremental fractional-step method to compute steady and unsteady incompressible viscous flows under general boundary conditions and using unstructured meshes. A variational framework is adopted which accommodates two different spaces for representing and approximating the veloc- ity fields calculated respectively in the viscous and inviscid phases of the method, but which leads to a very simple numerical scheme in terms of only one discrete velocity field.
机译:本文研究了一种新的增量式分数步方法的有限元实现的数值性能,该方法可在一般边界条件下并使用非结构化网格来计算稳态和非稳态不可压缩粘性流。采用了一种变分的框架,该框架容纳两个不同的空间,以表示和逼近在该方法的粘性阶段和非粘性阶段分别计算出的速度场,但是这导致了仅基于一个离散速度场的非常简单的数值方案。

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