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首页> 外文期刊>IEE Proceedings. Part H >Analysis of microstrip discontinuities by the method of integral equations for overlapping regions
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Analysis of microstrip discontinuities by the method of integral equations for overlapping regions

机译:重叠区域积分方程法分析微带间断

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摘要

The method of integral equations for overlapping regions (MIEOR) in conjunction with a planar dispersive waveguide model is proposed for the investigation of microstrip discontinuity problems. A general formulation for a microstrip multiport junction and the numerical solution for the scattering matrix of T- and right-angled bend junctions with and without matching stubs are presented. The proposed technique directly leads to Fredholm's integral equation of the second kind or a coupled set of integral equations for the electric field components defined in overlapping subregions of the planar dispersive waveguide model. The Galerkin's method is employed to find the unknown coefficients in the electric field series expansion which represent the S-parameters of the junctions. The mathematical substantiation of the algorithm is provided. Numerical results are presented for T- and right-angled microstrip junctions showing good agreement with results already published.
机译:结合平面色散波导模型,提出了重叠区域积分方程(MIEOR)的方法,用于研究微带间断问题。提出了微带多端口结的一般公式,以及带有和不带有匹配短截线的T型弯角和直角弯形连接的散射矩阵的数值解。所提出的技术直接导致第二类弗雷德霍尔姆积分方程或在平面色散波导模型的重叠子区域中定义的电场分量的耦合积分方程组。采用Galerkin方法在电场级数展开中找出代表结点S参数的未知系数。提供了该算法的数学依据。给出了T型和直角微带连接的数值结果,与已发表的结果吻合良好。

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