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首页> 外文期刊>Microwave Theory and Techniques, IEEE Transactions on >A New High-Efficient Spectral-Domain Analysis of Single and Multiple Coupled Microstrip Lines in Planarly Layered Media
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A New High-Efficient Spectral-Domain Analysis of Single and Multiple Coupled Microstrip Lines in Planarly Layered Media

机译:平面分层介质中单条和多条耦合微带线的新型高效谱域分析

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摘要

The analysis of propagation of bound and leaky modes in single and multiple coupled microstrip lines in planarly layered media by means of Galerkin's method applied to an electric field integral-equation formulation in the spectral domain with Chebyshev polynomials basis functions weighted with the edge behavior of the unknown surface current densities on the metallic strips leads to the evaluation of improper integrals of oscillating functions with a slow asymptotic decay. In this paper, a new analytical technique for drastically speeding up the computation of such integrals is presented. First, suitable half-space contributions are pulled out of the kernels, which makes the integrands exponentially decaying functions. The integrals of the extracted contributions are then expressed as combinations of proper integrals and fast converging improper integrals by means of appropriate integration procedures in the complex plane.
机译:借助Galerkin方法分析单层和多条耦合微带线在平面分层介质中在边界域中的束缚和泄漏模态的传播,该方法应用于Chebyshev多项式基函数加权频谱边缘电场特性的谱域电场积分方程。金属条上未知的表面电流密度导致对具有缓慢渐近衰减的振荡函数的不正确积分进行评估。在本文中,提出了一种新的分析技术,可以大大加快此类积分的计算。首先,从内核中提取合适的半空间贡献,这使被积数呈指数衰减函数。然后,通过适当的积分程序在复平面上将提取出的贡献的积分表示为适当积分和快速收敛的不适当积分的组合。

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