Numerical Determination of Truncation Orders in the Correction Method for Stokes Equations

P. M. Tran, N. Nguyen
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Abstract

In [15], the authors propose an accurate method, namely the correction method, for computing hydrodynamic interaction between very closed spherical particles in a Stokes uid. The accuracy of this method depends on two truncation parameters for approximating the Neumann to Dirichlet matrix and the velocity correction respectively. In this paper, we establish a numerical determination to estimate these parameters. We perform some numerical experiments to present our method.
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Stokes方程修正方法中截断阶数的数值确定
在[15]中,作者提出了一种计算Stokes流体中非常封闭的球形粒子之间流体动力相互作用的精确方法,即修正法。该方法的精度取决于两个截断参数,分别用于逼近诺伊曼-狄利克雷矩阵和速度校正。在本文中,我们建立了一个数值判定来估计这些参数。我们做了一些数值实验来证明我们的方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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