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首页> 外文期刊>Journal of Computational Physics >Grid stabilization of high-order one-sided differencing II: Second-order wave equations
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Grid stabilization of high-order one-sided differencing II: Second-order wave equations

机译:高阶单侧微分的网格稳定性II:二阶波动方程

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摘要

We demonstrate the stable boundary closure of difference methods of order up through 16 for the solution of wave equations in second order form. Our method combines the introduction of 1-2 judiciously placed subcell grid points near the boundary with minimal-stencil, one-sided difference operators of the same order as the interior scheme. The method is tested on a variety of problems including the scalar wave equation discretized on mapped grids and overlapping composite grids, as well as an integrable nonlinear system.
机译:对于二阶形式的波动方程,我们证明了高达16阶的差分方法的稳定边界闭合。我们的方法结合了在边界附近引入1-2个明智放置的子单元格网格点以及与内部方案相同顺序的最小模板,单面差分算子。该方法针对各种问题进行了测试,包括在映射网格和重叠复合网格上离散的标量波方程,以及可积分的非线性系统。

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