非均匀矩形波导的变分无网格法分析

Vincenzo Lombardi, M. Bozzi, L. Perregrini
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引用次数: 2

摘要

本文首次实现了求解二维矢量场方程的变分无网格法。将基于径向基函数的无网格方法与变分原理相结合,应用于非均匀填充矩形波导的分析。涉及磁场的函数的最小化允许确定结构的色散图,从而在很短的计算时间内以有限的未知数计算大量的传播模式。算例表明了该方法的有效性。
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Analysis of Inhomogeneous Rectangular Waveguides by the Variational Meshless Method
This paper presents for the first time the implementation of the variational meshless method for the solution of a 2D vector field equation. The meshless method based on radial basis functions is combined with the variational principle and applied to the analysis of a rectangular waveguide filled with an inhomogeneous material. The minimization of the functional involving the magnetic field allows for the determination of the dispersion diagram of the structure, leading to the calculation of a large number of propagating modes with a limited number of unknowns and in a very short computation time. The numerical examples shows the effectiveness of the proposed numerical technique.
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