Asymptotic Analysis of Electromagnetic Wave Propagation in a Random Multilayer
Electromagnetic pulsed waves, whose width is intermediate to a deterministic macroscale and a random microscale, are obliquely incident upon a weakly dispersive and dissipative random multi-layer. Asymptotic analysis of the interplay of random scattering and total internal reflection is performed by the perturbation theory of the Kolmogorov-Fokker-Planck equation of the random reflection coeffficient and the pseudodifferential operator theory for the probability density of it.
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