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Study of Validity Region of Small Perturbation Method for Two-Layer Rough Surfaces

机译:两层粗糙表面小扰动法的有效范围研究

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We previously derived the bistatic scattering coefficients of a 3-D two-layer dielectric structure with slightly rough boundaries using the small perturbation method (SPM). The use of SPM raises the question about its region of validity, which pertains to the conditions on each layer roughness, slope, and permittivity for which the first-order SPM is accurate within a specified error bound. To this end, the SPM solution needs to be compared with an accurate solution that does not impose roughness restrictions. We use the method of moments to solve an integral equation to analyze electromagnetic scattering from a large ensemble of two-layer structures. Simulations are performed for 1-D rough surfaces represented by zero-mean stationary random processes, separating homogeneous dielectric layers. Observations are reported on the accuracy of the first-order SPM for TM incidence at a fixed incidence angle of 45°.
机译:我们以前使用小扰动方法(SPM)得出了边界稍粗糙的3-D两层介电结构的双基地散射系数。 SPM的使用引发了有关其有效范围的问题,该范围涉及在指定的误差范围内一阶SPM准确的每个层粗糙度,斜率和介电常数的条件。为此,需要将SPM解决方案与不施加粗糙度限制的精确解决方案进行比较。我们使用矩量法求解一个积分方程,以分析来自两层结构的大型整体的电磁散射。对以零均值固定随机过程表示的一维粗糙表面进行仿真,将均匀的介电层分开。观测报告关于一阶SPM的TM入射在45°固定入射角的准确性。

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