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Use of the δ-P_(1) approximation for recovery of optical absorption, scattering, and asymmetry coefficients in turbid media

机译:使用δ-P_(1)近似值恢复混浊介质中的光吸收,散射和不对称系数

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摘要

We introduce a robust method to recover optical absorption, reduced scattering, and single-scattering asymmetry coefficients (μ_(a), μ_(s)~(′), g_(1)) of infinite turbid media over a range of (μ_(s)~(′)/μ_(a)) spanning 3 orders of magnitude. This is accomplished through the spatially resolved measurement of irradiance at sourcedetector separations spanning 0.25-8 transport mean free paths (l~(*)). These measurements are rapidly processed by a multistaged nonlinear optimization algorithm in which the measured irradiances are compared with predictions given by the δ-P_(1) variant of the diffusion approximation to the Boltzmann transport equation. The ability of the δ-P_(1) model to accurately describe radiative transport within media of arbitrary albedo and on spatial scales comparable to l~(*) is the key element enabling the separation of g_(1) from μ_(s)~(′).
机译:我们引入了一种鲁棒的方法来恢复无限浊度介质在(μ_((a),μ_(s)〜('),g_(1))的光吸收,减少的散射和单散射不对称系数s)〜(′)/μ_(a))跨越3个数量级。这是通过对源探测器间隔0.25-8传输平均自由程(l〜(*))的辐照度进行空间分辨测量来实现的。这些测量可以通过多阶段非线性优化算法快速处理,在该算法中,将测得的辐照度与Boltzmann输运方程的扩散近似的δ-P_(1)变量给出的预测进行比较。 δ-P_(1)模型能够准确描述任意反照率介质内以及与l〜(*)相当的空间尺度上的辐射传输的能力是使g_(1)与μ_(s)〜分离的关键要素。 (′)。

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