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Effective Mie scattering of a spherical fractal aggregate and its application in turbid media

机译:球形分形聚集体的有效Mie散射及其在混浊介质中的应用

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摘要

An effective Mie-scattering model is developed to deal with the scattering property of a spherical fractal aggregate consisting of scattering particles. In this model the scattered field of a scattering particle is given by the classical Mie-scattering theory. On the basis of the Monte Carlo simulation method, we determine the physical parameters of a scattering aggregate, the scattering efficiency Q, and the anisotropy value g, as well as their dependence on the size and the effective mean-free-path length of a scattering aggregate. Accordingly, photon migration through a microscope objective focused into a turbid medium including scattering aggregates is simulated to understand the effect of complex tissue on image quality.
机译:建立了有效的米氏散射模型,以处理由散射粒子组成的球形分形聚集体的散射特性。在该模型中,散射粒子的散射场由经典的Mie散射理论给出。根据蒙特卡罗模拟方法,我们确定了散射聚集体的物理参数,散射效率Q和各向异性值g,以及它们对a的大小和有效平均路径长度的依赖性。散布的聚集体。因此,模拟了通过聚焦于混浊介质(包括散射聚集体)的显微镜物镜的光子迁移,以了解复杂组织对图像质量的影响。

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