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Calculation of the electrostatic field in a dielectric-loaded waveguide due to an arbitrary charge distribution on the dielectric layer

机译:由于介电层上的任意电荷分布,导致介质加载的波导中的静电场的计算

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The goal of this paper is to study the electrostatic field due to an arbitrary charge distribution on a dielectric layer in a dielectric-loaded rectangular waveguide. In order to obtain this electrostatic field, the potential due to a point charge on the dielectric layer is solved in advance. The high computational complexity of this problem requires the use of different numerical integration techniques (e.g., Filon, Gauss-Kronrod, Lobatto, ...) and interpolation methods. Using the principle of superposition, the potential due to an arbitrary charge distribution on a dielectric layer is obtained by adding the individual contribution of each point charge. Finally, a numerical differentiation of the potential is carried out to obtain the electrostatic field in the waveguide. The results of this electrostatic problem are going to be extended to model the multipactor effect, which is a problem of great interest in the space industry.
机译:本文的目的是研究由于载有电介质的矩形波导中电介质层上任意电荷分布而产生的静电场。为了获得该静电场,预先解决由于介电层上的点电荷引起的电势。此问题的高计算复杂度要求使用不同的数值积分技术(例如Filon,Gauss-Kronrod,Lobatto等)和插值方法。使用叠加原理,通过将每个点电荷的各个贡献相加,可以获得介电层上任意电荷分布引起的电势。最后,对电位进行数值微分以获得波导中的静电场。这个静电问题的结果将扩展到模拟多步效应,这在航天工业中引起了极大的兴趣。

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