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Exact frequency domain method for the analysis of scattering from multilayer bi-anisotropic cylindrical structures

机译:多层双各向异性圆柱结构散射分析的精确频域方法

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摘要

Bi-anisotropic materials have enormous and interesting applications in electromagnetic (EM) engineering. In this study, based on the state space concept, an exact and rigorous analysis of EM propagation and scattering from multilayer bi-anisotropic cylindrical structures of the general case is proposed. In comparison to the other commonly used methods in the literature, the presented method reveals a faster and more accurate analytical framework. The similar works mostly presented approximated and numerical methods for the analysis of cylindrical structures containing bi-isotropic and/or anisotropic materials as special bi-anisotropic cases. Throughout the study, the geometrical specifications and the EM excitations are chosen based on practical considerations. Since the multilayer composite is practical especially for the realization of the inhomogeneous material, the proposed approach is applied to analyze inhomogeneous bi-anisotropic cylindrical structures with more degrees of freedom in manipulation of EM waves. Our results depict an excellent conformity to the other possible solutions to compute scattering from bi-anisotropic cylindrical configurations. The mentioned comprehensiveness is one of the main advantages of our work. The suggested approach can be used as a basic step for future research related to the analysis of forward and inverse scattering problems of practical types of cylindrical structures made by complex media. (C) 2020 Optical Society of America.
机译:双向各向异性材料在电磁(EM)工程中具有巨大且有趣的应用。在本研究中,提出了一种基于状态空间概念,提出了对一般情况的多层双向各向异性圆柱结构的EM传播和散射的精确和严格分析。与文献中的其他常用方法相比,所提出的方法揭示了更快,更准确的分析框架。类似的作品主要呈现近似和数值方法,用于分析含有双各向同性和/或各向异性材料的圆柱形结构,作为特殊双各向异性病例。在整个研究中,基于实际考虑来选择几何规范和EM激发。由于多层复合材料实用,特别是为了实现非均匀材料,所以应用了所提出的方法来分析具有更多更高的自由度,以便操纵EM波的自由度。我们的结果描绘了对来自双各向异性圆柱形配置的其他可能的解决方案的优异符合性。提到的全面性是我们工作的主要优势之一。建议的方法可以用作未来研究与分析复杂介质制成的实用类型的前向和逆散射问题的未来研究的基本步骤。 (c)2020美国光学学会。

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    《Applied optics》 |2020年第11期|共11页
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