各向异性填充波导结的谐振现象

A. Strizhachenko, V. Chizhov
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引用次数: 0

摘要

建立了各向异性填充波导结计算的电动力学模型。该模型旨在确定晶体介电体在微波区的电性能。得到了混合波的普通波动方程分解为两个方程的条件。它们的两个解对应于H型和E型。h模的SLAE只包含介电常数张量epsiv circ的epsivz分量,e模的SLAE包含epsivx和epsiv分量。这样就可以分别确定张量的每个分量对各种模态的影响。利用设计的数值算法和程序软件进行了分析,得到了具有实际意义的共振频率与结构几何尺寸和填充材料参数的关系(特征H-和E-模态)。数值数据显示,由于波导的末端实际上是无辐射的。所得结果允许我们使用波导结对填充物质的特性进行无损测量。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Resonant phenomena of waveguide junctions with anisotropic filling
Electrodynamics model of calculation of waveguide junctions with anisotropic filling have been developed. This model is intended to determine electric properties of crystalline dielectrics in the microwave region. The conditions, on which common wave equation for hybrid waves breaks up in two equations, were found. Their two solutions correspond to H- and E- modes. The SLAE for H-modes includes only component epsivz of dielectric permittivity tensor epsiv circ and that for E-modes includes components epsivx and epsivy. This allows one to determine the influence of each component of tensor epsiv circ on various modes separately. Using designed numerical algorithms and program software, the analysis has been carried out and the dependence of resonant frequencies on geometric size of structure and the filling material parameters, which are of practical interest (eigen H- and E- modes), have been received. Numerical data, owing to which the ends of waveguides are practically non-radiating, are shown. Obtained results allow us to use waveguide junctions for nondestructive measurement of characteristic of filling substances.
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