Monte Carlo simulation of coherent effects in multiple scattering
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Meglinski, I. V.
Kuzmin, Vladimir L.
Churmakov, D. Y.
Greenhalgh, D. A.
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1364-5021
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Igor V. Meglinski, Vladimir L. Kuzmin, Dmitry Y. Churmakov and Douglas A. Greenhalgh. Monte Carlo simulation of coherent effects in multiple scattering. Proceedings of the Royal Society of London: A, Volume 461, Number 2053/January 08, 2005, pp43-53.
Abstract
Using a combination of the stochastic Monte Carlo technique and the iteration procedure of the solution to the Bethe-Salpeter equation, it has been shown that the simulation of the optical path of a photon packet undergoing an nth scattering event directly corresponds to the nth-order ladder diagram contribution. In this paper, the Monte Carlo technique is generalized for the simulation of the coherent back-scattering and temporal correlation function of optical radiation scattered within the randomly inhomogeneous turbid medium. The results of simulation demonstrate a good agreement with the diffusing wave theory and experimental results.
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Github
Keywords
Bethe-Salpeter Equation, Coherent Back-Scattering, Temporal Field Correlation Function, Diffusing-Wave Spectroscopy, Monte Carlo Simulation