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Approximate Scalar Finite-Element Analysis of Anisotropic Optical Waveguides with Off-Diagonal Elements in a Permittivity Tensor

机译:介电常数张量中带有非对角元素的各向异性光波导的近似标量有限元分析

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摘要

An approximate scalar finite-element program for the analysis of anisotropic optical waveguides having a permittivity tensor with nonzero off-diagonal elements is described. In this approach, the nonphysical spurious solutions which are included in the solutions of the earlier vectorial finite-element method in an axial-components formulation do not appear. Numericaf examples On an anisotropic dielectric rectangular wave-guide composed of a uniaxial medium are given. Our results for the waveguide whose optic axis lies in the plane ( xy-plane) normal to the direction (z-axis) of propagation agree well with the results of the vectorial wave analysis using the variational method. We also demonstrate the application of this approach by analyzing the anisotropic dielectric rectangular waveguide whose optic axis lies in the xz - or yz -plane.
机译:描述了一种近似标量有限元程序,用于分析具有非零非对角线元素的介电常数张量的各向异性光波导。在这种方法中,不会出现轴向分量公式中包含在较早的矢量有限元方法的解中的非物理虚假解。给出了在由单轴介质组成的各向异性介电矩形波导上的数值示例。对于光轴位于垂直于传播方向(z轴)的平面(xy平面)的波导,我们的结果与使用变分法进行矢量波分析的结果非常吻合。我们还通过分析其光轴位于xz-或yz-平面的各向异性介电矩形波导来证明该方法的应用。

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