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A new exceptional points method with application to cell-centered Lagrangian schemes and curved meshes

机译:一种新的例外点方法,适用于以单元为中心的拉格朗日方案和弯曲网格

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摘要

The aim of this paper is the numerical simulation of compressible hydrodynamic strong implosions, which take place for instance in Inertial Confinement Fusion. It focuses in particular on two crucial issues, for such calculations: very low CFL number at the implosion center and approximation error on the initial geometry. Thus, we propose an exceptional points method, which is translation invariant and suitable to curved meshes. This method is designed for cell-centered Lagrangian schemes (GLACE. [8,13,14], EUCCLHYD. [25-29]). Several numerical examples on significant test cases are presented to show the relevance of our approach.
机译:本文的目的是对可压缩流体动力强内爆进行数值模拟,例如在惯性约束聚变中。对于这样的计算,它特别关注两个关键问题:内爆中心的CFL值非常低,初始几何形状的近似误差。因此,我们提出了一种例外点方法,该方法是平移不变的,适用于弯曲网格。此方法设计用于以细胞为中心的拉格朗日方案(GLACE。[8,13,14],EUCCLHYD。[25-29])。给出了一些有关重要测试案例的数值示例,以表明我们的方法的相关性。

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