A High-Resolution Z-Transform Tensor Formulation of the FDTD Method

Dennis M. Sullivan, J. Nadobny
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Abstract

A high-resolution FDTD formulation is presented by using a tensor formulation and Z transforms. This method is particularly effective in media with different types of material that vary rapidly. The method is implemented while maintaining the cubic structure of the FDTD paradigm and is applicable for lossless and lossy media. This is accomplished by a 3 x 3 matrix equation to relate the E field to the flux density, a formulation we refer to as the tensor FDTD (TFDTD) method. Z transforms are used for the transformation from the frequency domain to the sample time-domain.
FDTD方法的高分辨率z变换张量公式
利用张量公式和Z变换,提出了一种高分辨率时域有限差分公式。这种方法在不同类型的材料迅速变化的介质中特别有效。该方法在保持时域有限差分范式的三次结构的情况下实现,适用于无损和有损介质。这是通过一个3 × 3矩阵方程来实现的,该方程将E场与通量密度联系起来,我们称之为张量FDTD (TFDTD)方法。Z变换用于从频域到采样时域的变换。
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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