A Fast and Accurate Rational Fitting Model for Sommerfeld Integrals in Multilayered Planar Medium

Zi-Hao Zhao, Yun-Han Chen, Biyi Wu, X. Sheng
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Abstract

This paper presents a fast evaluation technique for the spatial domain Green’s function in multilayered planar media via rational fitting. Different from the previous approaches first fitting the spectral domain Green’s function, the proposed method performs the fitting procedure purely in the spatial domain, hence the fitting accuracy is controllable. To minimize the number of samples evaluated by time-consuming numerical integration, an adaptive fitting procedure is designed. The superior performance of the proposed method compared with the conventional closed-form approximation method is verified through numerical studies.
多层平面介质中Sommerfeld积分的快速准确合理拟合模型
提出了一种基于合理拟合的多层平面介质中空间域格林函数的快速求值方法。与以往的方法首先对谱域格林函数进行拟合不同,该方法完全在空间域进行拟合,因此拟合精度是可控的。为了使耗时的数值积分评估的样本数量最小化,设计了一种自适应拟合程序。通过数值研究,验证了该方法与传统闭型近似方法相比的优越性能。
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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