Integration of the Thin Wire Kernel

D. Wilton, N. Champagne
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Abstract

A procedure for evaluating the potential integrals on wires as the distance between the source and observation points decreases is presented. The new approach employs a recent technique for numerically evaluating an expression for the exact wire kernel. The formulation is accurate for extremely thin and for closely coupled-wires. Since the procedure is not dependent on the form of the basis function, it is readily adapted to algorithms using higher-order basis functions. Furthermore, the formulation sets the stage for using higher-order wire geometry modeling without singularity extraction as well
细线内核的集成
本文提出了一种随震源与观测点之间距离减小而计算导线上电位积分的方法。新方法采用了一种最新的技术,对精确线内核的表达式进行数值计算。该配方适用于极细和紧密耦合的导线。由于该过程不依赖于基函数的形式,因此很容易适应使用高阶基函数的算法。此外,该公式还为在不提取奇异点的情况下使用高阶线几何建模奠定了基础
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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