平移对球面和立方体近似一阶偏振张量的影响

Suzarina Ahmed Sukri, Taufiq Khairi Ahmad Khairuddin, Yeak Su Hoe
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引用次数: 1

摘要

在本文中,平移效应对不同类型物体的一阶偏振张量近似的影响将被突出。在极化张量近似中,给出了二次元和线性元的数值积分。在这里,我们在计算一阶极化张量时使用了固定尺寸和电导率的物体的不同位置。从计算的一阶偏振张量的数值结果中,观察到每次平移的收敛性。利用网格划分软件NETGEN网格生成器将几何对象离散为三角形网格,采用MATLAB软件进行数值计算。我们发现,在我们计算了两种几何形状的一阶PT后,平移对球面和立方体的近似一阶PT没有影响。通过与解析解的比较,绘制了近似一阶偏振张量的数值结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Effect of Translation on the Approximated First Order Polarization Tensor of Sphere and Cube
Throughout this paper, the translation effect on the first order polarization tensor approximation for different type of objects will be highlighted. Numerical integration involving quadratic element as well as linear element for polarization tensor approximation will be presented. Here, we used different positions of an object of fixed size and conductivity when computing the first order polarization tensor. From the numerical results of computed first order polarization tensor, the convergence for every translation is observed. Moreover, discretization of the geometric objects into triangular meshes was done by using meshing software called NETGEN mesh generator while for the numerical computation, MATLAB software was used. We found that the translation has no effect on the approximated first order PT for sphere and cube after we have computed the first order PT for both geometries with a few center of masses. The numerical results of approximated first order polarization tensor is plotted by comparing the numerical results with analytical solution provided.
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