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The role of numerical aperture in efficient estimation of spatially resolved reflectance by a Monte Carlo light propagation model

机译:数值孔径在蒙特卡洛光传播模型有效估计空间分辨反射率中的作用

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For a given experimental setting, the measured spatially resolved reflectance rapidly drops with decreasing numerical aperture of the detection scheme. Consequently, for detection schemes with small numerical apertures, the computational time of MC simulations required to obtain adequate signal-to-noise ratio of the spatially resolved reflectance can become very long. We mitigate the issue by virtually increasing the numerical aperture of the detection scheme in MC simulations and devise a criterion for robust estimation of its maximum value. By using the proposed methodology, we show that the acceptance angle of a selected imaging system can be virtually increased from 3° to 11° while preserving a low relative error of the simulated spatially resolved reflectance over a wide range of tissue-like optical properties. As a result, a more than eightfold improvement in the computation time is attained.
机译:对于给定的实验设置,随着检测方案数值孔径的减小,所测量的空间分辨反射率会迅速下降。因此,对于具有较小数值孔径的检测方案,获得足够的空间分辨反射率的信噪比所需的MC模拟的计算时间可能会非常长。我们通过虚拟地增加MC仿真中检测方案的数值孔径来缓解该问题,并设计出一个稳健估计其最大值的标准。通过使用所提出的方法,我们显示出所选成像系统的接收角实际上可以从3°增加到11°,同时在很宽的组织样光学特性范围内保持模拟的空间分辨反射率的相对误差较小。结果,获得了超过八倍的计算时间改进。

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