Corrugated dielectric waveguides: A numerical study of the second-order stop bands
- Cite this article as:
- Vincent, P. & Nevière, M. Appl. Phys. (1979) 20: 345. doi:10.1007/BF00895008
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A short description of a rigorous electromagnetic theory based on the numerical integration of a differential system is given. It allows the study of the stop-bands of a corrugated waveguide. Dispersion curves in the first and the second-order stop-bands are computed for various periodic waveguides. A selection rule due to the symmetry of the corrugation is found. The reflection of a plane wave by the guide is examined. It is demonstrated that under peculiar circumstances, the reflection coefficient has a modulus equal to unity.