金属脊状圆形介质填充波导的研究

D. Lonkina, V. Zemlyakov, D. Gubsky, S. Krutiev
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引用次数: 1

摘要

本文介绍了金属脊状介质填充圆形波导的研究结果。波导结构最重要的特性之一是截止波数。在我们的研究中,我们重点研究了主模态和高阶模态的截止波数。应用的方法是局部区域法。所研究的结构具有金属脊和金属角,因此通过在方程中加入特殊函数来考虑电磁场的奇异性。给出了电磁场分量的方程。除截止波数外,还得到了电磁场等值线的图像。这些结果可用于制作滤波器、双工器和其他基于圆形介质填充金属脊波导的器件。得到了不同级数展开项个数和不同近似函数个数下的计算结果,从而对算法的精度进行了估计。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Investigation of Circular Dielectric Filled Waveguide with Metal Ridges
This paper provides information about the results of investigation of circular dielectric filled waveguide with metal ridges. One of the most important characteristics of waveguide structures are cutoff wave numbers. In our research we focus on cutoff wave numbers of the dominant mode and higher order modes. So, the method which is applied is the partial regions method. The researched structure has metal ridges and corners so a singularity of electromagnetic fields is considered by adding special functions in equations. Equations for electromagnetic field components are presented. Besides cutoff wave numbers the pictures of isoline of electromagnetic field are obtained. These results can be useful to create filters, diplexers and others devices based on circular dielectric filled waveguide with metal ridges. The computed results are found for different number of series terms in expansion and different numbers of approximating functions, so it allows to estimate the accuracy of the algorithm.
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