首页> 外文会议>2011 IEEE International Conference on Microwave Technology Computational Electromagnetics >Investigation on the numerical performance of Calderón Multiplicative Preconditioner for electromagnetic scattering and radiation of 3-D open perfect electric conductors
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Investigation on the numerical performance of Calderón Multiplicative Preconditioner for electromagnetic scattering and radiation of 3-D open perfect electric conductors

机译:Calderón乘法预处理器对3-D开放式理想导体的电磁散射和辐射的数值性能研究

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Numerical performance of Calderón Multiplicative Preconditioner (CMP) for the electrical field integral equation (EFIE) of 3-D open perfect electric conductors (PECs) is investigated in this paper. The iteration count for achieving convergence in iteratively solving MoM linear equations from CMP preconditioned EFIE of several PEC scatters or antennas are presented. Numerical experiments show that for the analysis of thin wire-like open PECs especially in certain electric field excitation condition where the induced surface current is mainly along the wire axis, the CMP may be unfortunately helpless to iterative solver in handling EFIE-MoM linear equations. Empirical analysis is addressed that the invalidation of CMP in these cases is due to the fact that the RWG functions have weak ability to simulate surface currents with rotational component.
机译:本文研究了Calderón乘法预处理器(CMP)对3-D开放式理想电导体(PEC)的电场积分方程(EFIE)的数值性能。提出了迭代收敛次数,该迭代次数用于从多个PEC散射或天线的CMP预处理EFIE中迭代求解MoM线性方程式。数值实验表明,对于细线状开放式PEC的分析,尤其是在某些电场激励条件下,感应表面电流主要沿线轴方向进行分析时,不幸的是CMP对于迭代求解器处理EFIE-MoM线性方程式可能无能为力。实证分析表明,在这些情况下CMP的失效是由于RWG函数对具有旋转分量的表面电流进行仿真的能力较弱。

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