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Scattering Specific Characteristics of Continuous Medium for Monte Carlo Simulations of Light Transport in Turbid Biological Tissues

机译:蒙特卡罗模拟在浑浊生物组织中光传输的连续介质的散射特性

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Using examples of 1D and 2D pure scattering problems and a single-scattering approximation, the paper considers the derivation of expressions for the scattering coefficient and the phase scattering function for a continuous medium as the limiting case of scattering on a group of discrete scatterers. It is shown that the use of this approach to construct the cumulative distribution function (CDF), which serves to simulate the scattering angle at numerical Monte Carlo simulations, leads to the dependence of CDF only on the normalized scattering phase function of a single scatterer.
机译:以一维和二维纯散射问题和单散射近似为例,本文将连续介质的散射系数表达式和相位散射函数的推导视为一组离散散射体上散射的极限情况。结果表明,使用这种方法构造累积分布函数(CDF)可以在数值蒙特卡洛模拟中模拟散射角,从而导致CDF仅依赖于单个散射体的归一化散射相位函数。

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