Abstract:
A rectangular shielded waveguide with arbitrary anisotropic filling is used to describe a spectral approach to the computation of longitudinal regular shielded waveguides filled in part with a nonreciprocal medium whose parameters have an arbitrary dependence on the transverse coordinates. Numerical results are presented that confirm the validity of the algorithms developed.
Key words:boundary value problems for waveguides, anisotropic filling, numerical spectral method for computing eigenvalues.
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