电磁散射和辐射问题中矩矩阵的空间插值

T.W. Nuteson, K. Naishadham, R. Mittra
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引用次数: 6

摘要

在用矩量法分析任意形状的天线和散射体时,需要有效地填充矩阵,以便求解更大尺寸的问题。作者描述了一种利用矩阵元素的空间插值填充矩阵的高效MoM技术。利用各种对称性消除了矩矩阵中的冗余计算。该方法应用于平面问题,包括方形板散射和微带贴片天线辐射。计算结果与已发表文献的结果比较良好。用插值法填充矩矩阵已被证明是非常有效的,并且在计算的电流分布中产生可以忽略不计的误差。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Spatial interpolation of the moment matrix in electromagnetic scattering and radiation problems
In the analysis of antennas and scatterers of arbitrary shape by the method of moments (MoM), it is desirable to fill the matrix efficiently so that larger size problems can be solved. The authors describe an efficient MoM technique in which the matrix is filled by spatial interpolation of the matrix elements. Redundant calculations in the moment matrix are eliminated by utilizing various symmetries. The method is illustrated by application to planar problems including scattering from a square plate and radiation from a microstrip patch antenna. Computed results compare very well with those in the published literature. Using interpolation to fill the moment matrix has proven to be very efficient and produces negligible error in the computed current distribution.<>
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