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Propagating eigenmodes for plane waves in a uniaxial bianisotropic medium and reflection from a planar interface

机译:单轴各向异性介质中平面波的传播本征模和平面界面的反射

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A time-harmonic electromagnetic plane wave propagating in a uniaxial bianisotropic medium is considered. Forward- and backward-propagating eigenmodes are identified, together with their dispersion equations. The eigenmodes consist of two pairs with different phase velocities, and the two components of each pair correspond to the forward and backward modes. The propagating modes are used to calculate the reflection coefficient matrix at an interface between a vacuum and a uniaxial bianisotropic half-space. Numerical results for such a reflection are presented as a function of the direction of the optical axis.
机译:考虑在单轴双向各向异性介质中传播的时谐电磁平面波。识别向前和向后传播的本征模及其色散方程。本征模式由两对具有不同相速度的对组成,每对的两个分量分别对应于正向和反向模式。传播模式用于计算真空和单轴双向各向同性半空间之间的界面处的反射系数矩阵。这种反射的数值结果表示为光轴方向的函数。

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