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Symbolic-Numeric Implementation of The Four Potential Method for Calculating Normal Modes of Square Electromagnetic Waveguide with Rectangular Insert

机译:用矩形插入物计算四种电位方法的四种电位方法

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In this paper, the Maple computer algebra system is used to construct a symbolic-numeric implementation of the method for calculating normal modes of square closed waveguides in a vector formulation. The method earlier proposed by Malykh et al. [M.D. Malykh, L.A. Sevastianov, A.A. Tiutiunnik, N.E. Nikolaev. On the representation of electromagnetic fields in closed waveguides using four scalar potentials // Journal of Electromagnetic Waves and Applications, 32 (7), 886-898 (2018)] will be referred to as the method of four potentials. The Maple system is used at all stages of treating the system of differential equations for four potentials: the generation of the Galerkin basis, the substitution of approximate solution into the system under study, the formulation of a computational problem, and its approximate solution.
机译:在本文中,枫木计算机代数系统用于构造用于计算矢量配方中正方形闭波导的正常模式的方法的符号 - 数字实现。 早期的方法由Malykh等人提出。 [M.D. Malykh,L.A. Sevastianov,A.A. Tiutiunnik,N.E. Nikolaev。 在使用四个标量电位//期刊的闭合波导中的电磁场的表示,32(7),886-898(2018)]将被称为四个电位的方法。 枫木系统用于处理四个电位的微分方程系统的所有阶段:Galerkin的产生基础,将近似解的替代在研究中的系统中,计算问题的制定及其近似解。

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