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The numerical solution on coupling coefficients of corrugated waveguides /
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143214.pdf
Date
2003
Author
Menteş, Pınar
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The problem of propagation and interaction of optical radiation in dielectric waveguides is cast in the coupled-mode formalism. This approach is useful for treating problems involving energy exchange between modes. In this study, the principal features of coupled modetheory are reviewed. A number of guided-wave interactions encountered in guided-wave optics are analyzed using coupled-mode theory. Explicit expressions for the coupling coefficient which play a central role in this theory, are given. Also, an exact analysis, based on local field expansion, is used in order to calculate the coupling coefficient in corrugated waveguide structures having rectangular tooth shape and small tooth height. Expressions for the coupling coefficient in corrugated waveguides with rectangular tooth shape are analyzed based on local mode expansion. Coupling coefficient in corrugated waveguides with arbitrary cross-section is examined. The expressions are exact to first order in the tooth height for any waveguide cross-section. Finally, we compute coupling coefficients for TE modes as a function of tooth height, active layer thickness, and Bragg scattering order for a variety of corrugation shapes. It is shown that the coupling coefficient for sawtooth gratings has a resonans in some cases.
Subject Keywords
Coupled mode theory
,
Coupled mode theory
,
Corrugated waveguides
,
Coupling coefficient
URI
https://hdl.handle.net/11511/13611
Collections
Graduate School of Natural and Applied Sciences, Thesis
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P. Menteş, “The numerical solution on coupling coefficients of corrugated waveguides /,” M.S. - Master of Science, Middle East Technical University, 2003.
