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Radiative Properties of Dense Fibrous Medium Containing Fibers in the Geometric Limit

机译:几何极限中含纤维的致密纤维介质的辐射特性

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The aim of this paper is to investigate the dependent regime in dense fibrous materials with size parameters ranging in the geometric optics limit. We use a method based on a Monte Carlo procedure which permits one to identify the radiative properties of dispersed media. This method is applied to materials made of opaque or semitransparent randomly oriented long circular cylinders representing the fibers. The results permit us to investigate the limit of validity of independent scattering hypothesis and to analyze the evolution of the extinction coefficient, scattering albedo and phase function of the fibrous material with the porosity and the reflecting properties of the particles when the shadowing effect due to geometric sized objects is not negligible. We also propose a correlation to estimate the radiative properties in dependent regime from the results of the independent scattering hypothesis. Thereafter, the radiative characteristics obtained are compared to those predicted by previous authors.
机译:本文的目的是研究尺寸参数在几何光学极限范围内的致密纤维材料的依存机制。我们使用一种基于蒙特卡洛程序的方法,该方法可以确定分散介质的辐射特性。此方法适用于由不透明或半透明的随机取向的长圆柱体制成的材料,这些圆柱体代表纤维。结果使我们能够研究独立散射假说的有效性极限,并分析当几何遮蔽效应引起的纤维材料的消光系数,散射反照率和相函数的演化以及孔隙率和颗粒的反射特性。大小的对象不可忽略。我们还提出了一种相关性,可以根据独立散射假设的结果来估计依赖状态下的辐射特性。此后,将获得的辐射特性与先前作者预测的辐射特性进行比较。

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