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Two-Dimensional Discrete Complex Image Method (DCIM) for Closed-Form Green''s Function of Arbitrary 3D Structures in General Multilayered Media

机译:通用多层介质中任意3D结构的闭合形式格林函数的二维离散复杂图像方法(DCIM)

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摘要

The traditional discrete complex image method (DCIM) is not efficient when the source and field points are in different layers because all the spatial coordinates can not be analytically included in the image terms in spatial domain. A two dimensional method (2D-DCIM) is introduced in this paper. In the new methodology we reorganize the spectral kernel as a 2D function. We use the 2D matrix pencil method (2D-MPM) to fit this 2D function and to generate a set of complex images independent of any spatial coordinates. The closed-form spatial domain Green''s function can be obtained for arbitrary locations of source and field points in general multilayered media. Compared with traditional 1D-DCIM, we do not have to run MPM for each vertical combination of source and field points. The efficiency of the matrix filling kernel of method of moments (MoM) is significantly improved.
机译:当源点和场点位于不同层时,传统的离散复杂图像方法(DCIM)效率不高,因为无法在空间域中将所有空间坐标解析地包含在图像项中。本文介绍了一种二维方法(2D-DCIM)。在新方法中,我们将频谱内核重组为2D函数。我们使用2D矩阵铅笔方法(2D-MPM)来拟合此2D函数并生成一组独立于任何空间坐标的复杂图像。对于一般多层介质中源点和场点的任意位置,都可以获得封闭形式的空间域格林函数。与传统的一维DCIM相比,我们不必为源点和场点的每个垂直组合运行MPM。矩量法(MoM)的矩阵填充核的效率显着提高。

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