Application of the discrete Maxwell’s equation method in 1D metamaterial analysis

X. Zhou, Lingli Hou, Ruopeng Liu, T. Cui
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Abstract

We propose a discrete Maxwell equation (DME) method for the rapid analysis of one-dimensional multi-layered structures. The DME method is based on a strict discretization procedure for Maxwellpsilas equations, where the average permittivity and permeability have been used and the spatial dispersion of the periodic structures has been considered in details. The DME method makes use of very sparse grids in the electromagnetic simulations and greatly reduce the computational time compared to the normal simulation methods. The DME approach is especially important to the one-dimensional metamaterial design.
离散Maxwell方程法在一维超材料分析中的应用
提出了一种用于一维多层结构快速分析的离散麦克斯韦方程(DME)方法。DME方法基于maxwell方程的严格离散化过程,其中使用了平均介电常数和渗透率,并详细考虑了周期结构的空间色散。该方法利用非常稀疏的网格进行电磁仿真,与常规仿真方法相比,大大减少了计算时间。DME方法对一维超材料设计尤为重要。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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