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Time-dependent FEM analysis of photon migration in random media

机译:随机介质中光子迁移的时变有限元分析

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Abstract: Time-resolved spectroscopy is expected to be developed for imaging of buried absorbers inside strongly scattering media. It is required to know the temporal behaviors of the reflectance and/or transmittance produced by the propagation of light impulse incident on scattering and absorbing media. The Monte Carlo method (MC) is the most frequently used numerical method, but its computation time is considerably long to obtain the results with a satisfactory accuracy. A faster numerical method is required for analysis of temporal profiles of reflectance and transmittance through random media with complicated configurations. One of the methods to solve the photon diffusion equation numerically is finite element method (FEM). This paper reports the FEM results of temporal profiles of transmittance of light impulse through scattering slabs and cylinders. Time courses of transmittances through homogeneously scattering and absorbing slabs are obtained by FEM and compared with those by MC. The results of cylinders with homogeneous scattering and inhomogeneous absorption coefficients are also presented. Temporal variations of the cross-sectional profiles of the fluence rate generated by impulse incident on a surface are shown by contour plotting, and the effect of the location and size of the localized absorbing volume on the transmittances are discussed. !22
机译:摘要:预计将开发出时间分辨光谱技术,以对强散射介质内的隐埋吸收体成像。需要知道由入射在散射和吸收介质上的光脉冲的传播所产生的反射率和/或透射率的时间行为。蒙特卡罗方法(MC)是最常用的数值方法,但是要获得令人满意的精度结果,其计算时间相当长。需要一种更快的数值方法来分析通过具有复杂配置的随机介质的反射率和透射率的时间分布。数值求解光子扩散方程的方法之一是有限元方法(FEM)。本文报道了通过散射平板和圆柱体的光脉冲透射率的时间分布的有限元结果。通过有限元法获得通过均匀散射和吸收平板的透射率的时程,并将其与MC进行比较。还给出了具有均匀散射和不均匀吸收系数的圆柱体的结果。通过等高线图显示了由于脉冲入射到表面上而产生的通量率的横截面轮廓随时间的变化,并且通过局部吸收体积的位置和大小对透射率的影响进行了讨论。 !22

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