Solution of the problem of electromagnetic pulses’ diffraction by variable separation method

E. I. Gribnikova, A. Lerer, V. V. Makhno, G.P. Sinavsky
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Abstract

Variable separation method (VSM) allows to obtain an analytical solution for a very small number of boundary problems of wavespsila scattering by metallic and dielectric bodies, but it can be used to construct numerical solution for a wide enough range of boundary problems. In the present work the wave equation was solved in cylindrical and spherical coordinate systems. Obtained results have methodical novelty and can be used as an alternative to present methods of solving of non-stationary problems of diffraction on two-dimensional bodies.
用可变分离法求解电磁脉冲的衍射问题
变量分离法(VSM)只能对极少数的金属和介电体波束散射边界问题得到解析解,但可以对足够大范围的边界问题构造数值解。本文分别在柱坐标系和球坐标系下求解了波动方程。所得结果具有方法上的新颖性,可以作为现有的求解二维物体上的非平稳衍射问题的方法的一种替代方法。
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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