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A stabilized Powell-Sabin finite-element method for the 2D Euler equations in supersonic regime

机译:超音速状态下二维Euler方程的稳定Powell-Sabin有限元方法

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In this paper a Powell-Sabin finite-element (PS-REM) scheme is presented for the solution of the 2D Euler equations in supersonic regime. The spatial discretization is based on PS splines, that are piecewise quadratic polynomials with a global C-1 continuity, defined on conforming triangulations.
机译:本文针对超音速状态下的二维Euler方程,提出了Powell-Sabin有限元(PS-REM)格式。空间离散化基于PS样条曲线,这些样条曲线是具有全局C-1连续性的分段二次多项式,定义在符合三角测量的条件下。

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