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Subpixel smoothing for conductive and dispersive media in the finite-difference time-domain method

机译:有限差分时域方法对导电和色散介质的亚像素平滑

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摘要

Staircasing of media properties is one of the intrinsic problems of the finite-difference time-domain method, which reduces its accuracy. There are different approaches for solving this problem, and the most successful of them are based on correct approximation of inverse permittivity tensor (epsilon)~(-1) at the material interface. We report an application of this tensor method for conductive and dispersive media. For validation, comparisons with analytical solutions and various other subpixel smoothing methods are performed for the Mie scattering from a small sphere.
机译:媒体属性的阶梯化是有限差分时域方法的固有问题之一,这降低了其准确性。解决此问题的方法有很多,其中最成功的方法是基于材料界面处介电常数逆张量(epsilon)〜(-1)的正确近似。我们报告了这种张量方法在导电和分散介质中的应用。为了进行验证,对小球的Mie散射与分析解决方案和各种其他子像素平滑方法进行了比较。

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