流固分离壁面边界条件的快速线性互补问题求解器

Michael Andersen, Sarah Niebe, Kenny Erleben
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引用次数: 4

摘要

我们解决了一个分离流固壁边界条件模型的计算解的任务。我们提出了一个令人尴尬的并行,易于实现,流体LCP求解器。由于我们的新求解器,我们能够使用比以前的作品更大的域尺寸。求解器利用矩阵-向量乘积作为计算构建块。我们用一种不需要组装整个系统,就能求出矩阵-向量乘积的方法。任何迭代子求解器都可以使用。我们的研究表明,对于更大的网格尺寸,加速因子高达500。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Fast Linear Complementarity Problem (LCP) Solver for Separating Fluid-Solid Wall Boundary Conditions
We address the task of computing solutions for a separating fluid-solid wall boundary condition model. We present an embarrassingly parallel, easy to implement, fluid LCP solver. We are able to use greater domain sizes than previous works have shown, due to our new solver. The solver exploits matrix-vector products as computational building blocks. We block the matrix-vector products in a way that allows us to evaluate the products, without having to assemble the full systems. Any iterative sub-solver can be used. Our work shows speedup factors ranging up to 500 for larger grid sizes.
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