Solution of dispersion relations for planar waveguides in the case of complex roots |
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Authors: | A A Romanenko A B Sotskii |
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Institution: | (1) Institute of Applied Optics, Academy of Sciences of Belarus, 212793 Mogilev, Belarus |
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Abstract: | A method for calculating the complex roots of a nonlinear equation is described whereby the solution of the problem is reduced
to quadratures. Applications of the method to the investigation of dispersion relations for various open waveguide structures
with a complex dielectric permittivity are discussed. The possibilities of the prismatic excitation of modes corresponding
to the roots of the dispersion relations on different Riemann sheets are analyzed. Solutions are obtained for the inverse
problems of reconstructing complex mode propagation constants and determining the parameters of films that guide waveguide
and leaky modes. The solution is based on processing of the angular dependence of the reflection coefficient in a prismatic
excitation scheme.
Zh. Tekh. Fiz. 68, 88–95 (April 1998) |
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Keywords: | |
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