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System of 3D Muller-matrix reconstruction of flbrillar networks of biological tissues of various morphological structures and physiological states

机译:各种形态结构和生理状态的生物组织的纤维状网络的3D Muller-矩阵重建系统

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摘要

The method of azimuthally invariant 3D Muller-matrix mapping of distributions of phase and amplitude anisotropy parameters of partially depolarizing layers of biological tissues of different morphological structures is proposed and substantiated. In the volume of biological samples, the coordinate distributions of the magnitude of the set of Muller-matrix invariants (MMI) histological sections of the myocardium tissue with a spatially structured optical anisotropic fibrillary network, as well as parenchymal tissue of the rat liver with an islet polycrystalline structure, were obtained. The "phase" dependences of the magnitude of the statistical moments of the 1 st - 4 th orders, which characterize the distributions of the MMI values of polarization manifestations of the parameters of linear and circular birefringence and dichroism of the polycrystalline component of different types of biological tissues, are determined. A comparative study was made of the possibilities of differentiation of changes in the parameters of optical anisotropy using traditional 2D and 3D Muller-matrix mapping methods. The optimal conditions for the differentiation of polycrystalline structures of biological tissues - the range of phase sections and the most sensitive parameters - are the statistical moments of the 3rd and 4th orders that characterize the distributions of MMI associated with the polarization manifestations of linear birefringence and dichroism of different types of optically anisotropic structures.
机译:提出并证实了不同形态结构的生物组织部分去极化层的相位和幅度各向异性参数的方位角不变3D Muller矩阵映射方法。在生物样品的体积中,具有空间结构的光学各向异性原纤维网络的心肌组织的穆勒矩阵不变性(MMI)组织学切片集的大小的坐标分布,以及具有获得了胰岛的多晶结构。第1至第4阶统计矩幅度的“相位”相关性,表征了不同类型的多晶组件的线性和圆形双折射和二向色性参数的偏振表现的MMI值的分布。确定生物组织。使用传统的2D和3D Muller-矩阵映射方法对光学各向异性参数的变化进行区分的可能性进行了比较研究。生物组织多晶结构分化的最佳条件-相切片的范围和最敏感的参数-是三阶和四阶统计矩,它们表征了与线性双折射和二向色性的偏振表现有关的MMI分布不同类型的光学各向异性结构。

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