Light scattering by periodic roughness at dielectric surface

Vitali E. Gruzdev; Anastasia S. Gruzdeva

doi:10.1117/12.401652

26 September 2000 Light scattering by periodic roughness at dielectric surface

Vitali E. Gruzdev, Anastasia S. Gruzdeva

Proceedings Volume 4100, Scattering and Surface Roughness III; (2000) https://doi.org/10.1117/12.401652
Event: International Symposium on Optical Science and Technology, 2000, San Diego, CA, United States

Abstract

Numerical modelling is applied to investigation of scattering of plane linearly polarized monochromatic wave by sine variations of dielectric surface relief. The modelling is based on finite-different time-domain technique. Results of modelling include 1) space distribution of scattered light, 2) dependence of field amplification on ratio of roughness amplitude to laser wavelength, and 3) dependence of field amplification on ratio of roughness period to laser wavelength. Obtained results show that for TE polarization a) transmitted signal is more sensitive to roughness parameters than reflected on, b) there is narrow resonance in dependence of amplitude of scattered field on laser wavelength and roughness period, c) dependence of amplitude of scattered field on roughness amplitude is described by parabolic function for small values of relief amplitude. Depending on relief amplitude and period, scattering by sine roughness can result in formation of inhomogeneous space field distribution consisting of periodic field maxima inside dielectric or formation of homogeneous distribution such that both transmitted and reflected signals are close to plane wave. We consider the following applications of obtained results: 1) possibility to develop a new technique for in-situ surface roughness characterisation, and 2) anti-reflection effect.

Citation Download Citation

Vitali E. Gruzdev and Anastasia S. Gruzdeva "Light scattering by periodic roughness at dielectric surface", Proc. SPIE 4100, Scattering and Surface Roughness III, (26 September 2000); https://doi.org/10.1117/12.401652

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