MoM/RCWA analysis of frequency selective surfaces with inhomogeneous, periodic substrates

A. Fallahi, C. Hafner, R. Vahldieck
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引用次数: 5

Abstract

This paper presents a numerical technique for the analysis of a metamaterial that may be considered as a new type of frequency selective surfaces (FSS), consisting of printed metal patches on inhomogeneous, periodic substrates. Such structures are more promising for EMC shielding than common FSS structures because both the effective dielectric permittivity and loss of the substrate can be controlled. To analyze these structures a series equation obtained from the Rigorous Coupled Wave Analysis (RCWA) is solved by the Method of Moments (MoM) with sub-domain rooftop basis functions and Galerkin testing functions. Several examples are outlined and analyzed using the MoM/RCWA technique. In order to validate the procedure, comparisons with a commercial time domain solver are performed.
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非均匀周期性衬底频率选择表面的MoM/RCWA分析
本文提出了一种可以被认为是一种新型频率选择表面(FSS)的超材料的数值分析技术,这种超材料是由印刷金属贴片组成的,它位于非均匀的周期性衬底上。这种结构比普通的FSS结构更有希望用于电磁兼容屏蔽,因为衬底的有效介电常数和损耗都可以控制。为了分析这些结构,采用矩量法,结合子域屋顶基函数和Galerkin测试函数,求解了严格耦合波分析(RCWA)中得到的一系列方程。使用MoM/RCWA技术概述和分析了几个示例。为了验证该程序,与商用时域求解器进行了比较。
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