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- W2026571838 abstract "Abstract The scope of the paper is to present in explicit form the mode coupling coefficients in slab waveguide, in the case when both boundaries of guiding core or gradient refractive index distribution are perturbed by random deviations from an ideal model. The central idea is to present the relationships between the processes, depicting the waveguide deformations and the estimators of the mode coupling processes. The correlation functions and the spectral density functions of both groups of processes are linearly interdependent; we examine the complex coefficients of these relations. In particular, the TE modes are analysed in detail in step-index slab. For the case of parabolic profile (n(x) = A(1 − Bx2), within the core) the method which derives the statistic integral form of coupling coefficients is presented (also for guided TE modes). All modes are assumed to be monochromatic, i.e. time-dependence is exp (−iωt)." @default.
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- W2026571838 date "1992-04-01" @default.
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- W2026571838 title "Random Multimode Optical Media: I. Mode Coupling Process in Slab Waveguide with Stochastic Wall Perturbations" @default.
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- W2026571838 doi "https://doi.org/10.1080/09500349214550701" @default.
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