MDS在预分形印刷条形光栅分析中的应用

11th International Symposium on Antenna Technology and Applied Electromagnetics [ANTEM 2005] Pub Date : 2005-06-01 DOI:10.1109/ANTEM.2005.7852022

A. Antonets

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引用次数: 0

摘要

本文提出了一种新的印刷条形光栅建模方法。基于积分算子和伪微分算子的参数表示以及离散奇点法，我们的一般方法是在具有有限完美导电接地平面的介质衬底上印刷有限完美导电(PEC)带状光栅。首先将衍射问题简化为超奇异积分方程。然后利用MDS对该方程进行求解。对有限阶康托里安集条形光栅进行了数值研究。文中给出了一些得到的结果。

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MDS in the analysis of pre-fractal printed strip gratings

In this paper, we present new method for the modeling of printed strip gratings. Our general approach for finite perfectly electric conducting (PEC) strip gratings printed on a dielectric substrate with a PEC ground plane is based on the parametric representations of the integral and pseudo-differential operators and Method of Discrete Singularities (MDS). Diffraction problem is first reduced to hypersingular integral equation. Then this equation is solved using the MDS. Finite-order Cantorian set strip grating is investigated numerically. Some of obtained results are presented.

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11th International Symposium on Antenna Technology and Applied Electromagnetics [ANTEM 2005]

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