Solution of time-domain MFIE and CFIE using adaptive MOO Method for transient scattering in the presence of an EMP

Ming-da Zhu, Xi-Lang Zhou, W. Yin
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引用次数: 2

Abstract

The adaptive marching-on-in-order method (MOO) to solve time-domain magnetic and combined field integral equations is proposed for capturing transient responses of some 3-D PEC objects illuminated by an EMP. We directly employ an exact temporal Galerkin testing with no central approximation used, and using surface current density of the object as the unknown without employing the Hertz vector. The fast Fourier transform (FFT)-based blocking scheme is further implemented. This method is similar to the improvement over the earlier MOO for solving time-domain eclectic field integral equation. Transient electromagnetic responses of some typical conductive objects are obtained and compared for validating both computational accuracy and applicability of our proposed three TDIE-MOO algorithm.
EMP存在下瞬态散射的时域MFIE和CFIE的自适应MOO方法求解
针对电磁脉冲照射下三维PEC物体的瞬态响应,提出了求解时域磁场积分方程和组合场积分方程的自适应序进阶方法(MOO),该方法直接采用精确时间伽辽金检验,不使用中心逼近,以物体表面电流密度为未知量,不使用赫兹矢量。进一步实现了基于快速傅里叶变换(FFT)的分块方案。该方法类似于对求解时域折衷场积分方程的早期MOO方法的改进。通过对一些典型导电物体的瞬变电磁响应进行比较,验证了本文提出的三种TDIE-MOO算法的计算精度和适用性。
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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