周期结构电磁散射的变换电磁学数值模拟

O. Ozgun, M. Kuzuoglu
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引用次数: 0

摘要

将变换电磁学与具有周期边界条件的有限元方法相结合,应用于周期性结构的电磁散射建模。在周期结构的单元格中,在平面上使用均匀网格,并通过坐标变换对任意周期曲面进行建模。这种方法的主要优点是可以通过使用单个简单的网格来处理任意几何形状。因此,可以很容易地执行对应于不同几何形状的重复计算(例如在蒙特卡罗模拟或优化方法中)。给出了一些单周期结构的数值算例。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Numerical modeling of electromagnetic scattering from periodic structures by transformation electromagnetics
The transformation electromagnetics is applied to the modeling of electromagnetic scattering from periodic structures in conjunction with the finite element method with periodic boundary conditions. In a unit cell of periodic structure, a uniform mesh is used over a flat surface and the arbitrary periodic surface is modeled by a coordinate transformation. The major advantage of this approach is that arbitrary geometries can be handled by using a single and simple mesh. Therefore, repeated computations (such as in Monte Carlo simulations or optimization methods) corresponding to different geometries can be performed easily. Some numerical examples are demonstrated involving singly periodic structures.
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