非均匀正负介电常数散射体电磁分析的多区域内组合体积表面积分方程

S. B. Sayed, A. Yucel, Luis J. Gomez
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引用次数: 1

摘要

对具有正介电常数和负介电常数的非均匀散射体的电磁(EM)分析使许多新兴技术的开发和部署成为可能。例如,这种分析对于复合纳米结构设计中激子-等离子体相互作用的表征以及被等离子体吞没的高超声速再入空间飞行器的雷达特征表征都是必要的。当传统的体积积分方程(VIE)用于这些分析时,它会产生一个病态线性方程组(LSE);这种病态LSE的迭代解收敛速度很慢或不能收敛到期望的精度。最近,人们提出了一种内部结合的体积-表面积分方程(ICVSIE)技术,用于正介电常数背景介质中非均匀负介电常数等离子体散射体的电磁分析[1]。这种技术通过人为地改变极化电流辐射的背景介质的介电常数符号,产生条件良好的LSE。也就是说,标准ICVSIE技术对于只包含负介电常数区域的散射体是有效的;它不是为包含负和正介电常数区域的散射体的EM分析而制定的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Multi-Region Internally Combined Volume Surface Integral Equation for EM Analysis of Inhomogeneous Negative and Positive Permittivity Scatterers
Electromagnetic (EM) analyses of inhomogeneous scatterers with positive and negative permittivities enable the development and deployment of many emerging technologies. For example, such analyses are necessary for the characterization of exciton-plasmon interactions in the design of composite nanostructures as well as the radar signature characterization of hypersonic re-entry space vehicles engulfed by plasma. When the traditional volume integral equation (VIE) is used for these analyses, it yields an ill-conditioned linear system of equations (LSE); the iterative solution of this ill-conditioned LSE converges very slowly or fails to converge to the desired accuracy. Recently, an internally combined volume-surface integral equation (ICVSIE) technique has been proposed for the EM analyses of inhomogeneous negative permittivity plasma scatterers, which reside in a positive permittivity background medium [1] . This technique yields a well-conditioned LSE by artificially changing the sign of the permittivity of the background medium in which the polarization currents radiate. That said, the standard ICVSIE technique is valid for a scatterer containing only a negative permittivity region; it was not formulated for EM analysis of a scatterer containing both regions of negative and positive permittivity.
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