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Reduced scattering coefficient determination by non-contact oblique angle illumination: methodological considerations

机译:非接触倾斜角度照明的散射系数测定:方法论考虑因素

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The reduced scattering coefficient, μ_s′, was determined using images on the backscattered light intensity from an oblique angle illuminated turbid media. The distance △r between the point of incidence (hot-spot) and the circular symmetric diffuse reflectance centre, is proportional to 1/μ_s′(μ_a<< μ_s′). Previously, △r was obtained analyzing a 1D strip aligned with the laser beam. We propose a 2D algorithm that utilizes images with extended dynamic range, achieved by superimposing images with multiple integration times. The algorithm includes compensation for vignetting effects and camera non-linearities. The hot-spot algorithm accounts for the laser beam shape, and minimizes speckle variations by utilising several images. The diffuse centre position is obtained from momentum analysis on multiple thresholded images, using successively decreasing thresholds. The degree of diffuseness is determined based on the circular symmetry of the thresholded images. Both methods were evaluated on 18 optical liquid phantoms with μ_s∈[1.5, 3.0] mm~(-1) and μ_a∈[0.01, 0.16] mm~(-1). The 2D method displayed a higher linearity with μ_s′ due to more stable hot-spot detection, than the 1D method. The anisotropy factor g was obtained by fitting measured and Monte Carlo simulated spatially resolved intensity decays and verified with a laser Doppler flowmetry technique. With an optimal compensation for the μ_a dependence, the rms error in μ_s′ estimation was 2.9%.
机译:使用来自倾斜角度照射的混浊介质的反向散射光强度的图像确定减少的散射系数,μ_s。入射点(热点)和圆对称漫射反射中心之间的距离△R是成比例的,与1 /μS'(μ_aμ_')成比例。以前,获得了与激光束对齐的1D条带进行了△R。我们提出了一种使用具有扩展动态范围的图像的2D算法,通过叠加具有多集成时间的图像来实现。该算法包括对渐晕效应和相机非线性的补偿。热点算法占激光束形状,并通过利用多个图像来最小化散斑变化。漫反射中心位置是从多个阈值图像上的动量分析获得,使用连续地减小阈值。基于阈值图像的圆形对称来确定扩散程度。两种方法都是在18个光学液体模子上评估,μS∈[1.5,3.0] mm〜(-1)和μ_a∈[0.01,0.16] mm〜(-1)。由于热点检测更稳定的热点检测,2D方法显示出更高的线性,而不是1D方法。通过拟合测量的和蒙特卡罗模拟空间分辨强度衰减并用激光多普勒流动技术进行验证来获得各向异性因子G.对于μ_a依赖性的最佳补偿,μ_'估计中的rms误差为2.9%。

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