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A Nyström method for solving time-domain volume integral equations

机译:时域体积积分方程的Nyström方法

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摘要

Electromagnetic (EM) analysis for inhomogeneous penetrable structures relies on the formulation of volume integral equations (VIEs) in integral equation approach and time-domain VIEs (TDVIEs) are required for transient interaction with the structures. The TDVIEs are usually solved by combining the method of moments (MoM) with well-designed basis function in spatial domain and a march-on-in-time (MOT) scheme in temporal domain. We propose a different approach in which the Nyström method is used in the spatial domain and the MoM with Laguerre basis and testing functions is employed in the temporal domain. The proposed approach can simplify the numerical implementation and fully solve the stability problem as in the traditional approach. A numerical example is presented to illustrate the approach and good results have been observed.
机译:非均质可穿透结构的电磁(EM)分析依赖于以积分方程法表示的体积积分方程(VIE),而与结构的瞬态相互作用需要时域VIE(TDVIE)。通常通过将矩量法(MoM)与精心设计的空间域基础函数和时域行进(MOT)方案相结合来解决TDVIE问题。我们提出了一种不同的方法,其中在空间域中使用Nyström方法,在时间域中使用具有Laguerre基础的MoM和测试功能。与传统方法一样,该方法可以简化数值实现并完全解决稳定性问题。数值例子说明了该方法,并取得了良好的效果。

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