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A Compact 2-D Finite-Difference Frequency-Domain Method for Dispersion Characteristics Analysis of Trapezoidal-Ridge Waveguides

机译:梯形脊脊波导色散特性分析的紧凑二维有限差分频域方法

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摘要

A compact two-dimension (2-D) finite-difference frequency-domain (FDFD) method is used to analyze the dispersion characteristics of single and double trapezoidal-ridge waveguides. The general 2-D FDFD formulation under orthogonal curvilinear coordinate system is derived from the difference form of Maxwell’s equations, and modified difference formulas at the trapezoidal-ridge section are built. After implementing the boundary conditions, the 2-D FDFD formulation is concluded as an eigen equation and then constructed by a highly sparse matrix. By solving the matrix-eigen equation, the dispersion characteristics of the ridged waveguides can be obtained. Computed results are in good agreements with the previously published and simulated ones, which prove the correctness of the method.
机译:紧凑的二维(2-D)有限差分频域(FDFD)方法用于分析单梯形和双梯形脊形波导的色散特性。根据麦克斯韦方程组的差分形式,推导了正交曲线坐标系下的二维二维FDFD公式,并建立了梯形山脊截面处的修正差分公式。在实现边界条件之后,将二维FDFD公式总结为一个本征方程,然后由高度稀疏的矩阵构造。通过求解矩阵本征方程,可以获得脊形波导的色散特性。计算结果与先前发表和模拟的结果吻合良好,证明了该方法的正确性。

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