二维任意随机粗糙表面的全波矢量电磁散射

X. Duan, M. Moghaddam
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引用次数: 3

摘要

提出了一种基于扩展边界条件法(EBCM)求解任意粗糙度二维表面散射问题的方法。双稳态散射截面(SCS)是由上升的Floquet模式叠加得到的。该方法不受表面粗糙度的限制,同时产生场和散射截面的共pol和交叉pol分量。通过将模拟结果与采用小摄动法(SPM)求解共pol分量的现有解进行比较,验证了该方法在小粗糙度状态下的有效性。结果表明,两种方法在SPM的效域内具有很好的一致性。对粗糙表面和交叉pol组件的进一步验证目前正在进行中。
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Full wave vector electromagnetic scattering from two-dimensional arbitrary random rough surfaces
A solution to scattering from two-dimensional (2D) surfaces with arbitrary roughness based on the extended boundary condition method (EBCM) is presented. The bistatic scattering cross section (SCS) is obtained from the superposition of the upgoing Floquet modes. This method places no limitation on the roughness scale of the surface, and produces both co-pol and cross-pol components of fields and scattering cross sections. The method is validated for the small roughness regime by comparing the simulation results with an existing solution using the small perturbation method (SPM) for the co-pol components. Comparison of results shows very good agreement between these two methods in the validity domain of SPM. Further validations for rougher surfaces and for cross-pol components are currently under-way.
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