The Backward Wave Point Distribution for an Anisotropic Filled Waveguide


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Abstract

The distribution of special points of dispersion curves for an anisotropic filled waveguide is considered. The existence of special curves is substantiated for some relationship between anisotropy coefficients. These points are connected with complex and backward waves. It is proven that the curve of special points is an ellipse.

About the authors

A. L. Delitsyn

Department of Physics; ITAE

Author for correspondence.
Email: delitsyn@mail.ru
Russian Federation, Moscow, 119991; Moscow, 125412

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