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New combined-field integral equation solutions by higher order interpolatory vector basis functions

机译:高阶插值矢量基函数的新组合场积分方程解

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In this paper, interpolatory vector basis functions for a new combined-field surface integral equation (JMCFIE) solved with the method of moments has been presented. This method applied to solve complex electromagnetic scattering problems, like perfect electric conductors, homogeneous dielectric objects, and conductor-dielectric combined structure. New combined-field surface integral equation (JMCFIE) which using Galerkin's method can lead to a well condition MOM matrix, at the same time, higher order basis functions for the expansion of the surface current densities can provide more accurate modeling and reduce the number of unknowns. The multilevel fast multipole algorithm is then employed to reduce the memory requirement and computational complexity.
机译:本文介绍了用瞬间方法解决的新组合场表面整体方程(JMCFIE)的插值矢量基函数。该方法应用于求解复杂的电磁散射问题,如完美的电导体,均匀介电物体和导体介电联合结构。使用Galerkin的方法的新的组合场表面整体方程(JMCFIE)可以导致良好的条件MOM矩阵,同时,对于表面电流密度的膨胀的高阶基函数可以提供更准确的建模和减少数量未知数。然后采用多级快速多极算法来降低内存要求和计算复杂性。

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