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Calculation of the weighting functions for the reconstruction of absorbing inhomogeneities in tissue by time-resolved optical projections

机译:通过时间分辨光学投影重建组织中吸收不均匀性的加权函数的计算

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摘要

We report a new method for determining the weighting functions to reconstruct absorbing inhomogeneities in tissue by perturbation time-domain diffuse optical tomography using the transmission geometry of a flat layer. The method is based on an analytical approach to the calculation of the weighting functions for a semi-infinite scattering medium and on the use of the original method of an equivalent inverse source in order to obtain weight distributions for the flat layer geometry. The correctness of the proposed method of the weighting function calculation is evaluated by a numerical experiment on the reconstruction of absorbing inhomogeneities. It is shown that the perturbation reconstruction model based on the proposed weighting function calculation method allows the inhomogeneities smaller than 0.3 cm and ~0.4 cm, located respectively in the transverse and longitudinal directions to the probe light direction, to be resolved in the centre of an 8-cm-thick object.
机译:我们报告了一种确定权重函数的新方法,该方法通过使用平坦层的传输几何结构通过扰动时域漫射光学层析成像技术来重建组织中的吸收不均匀性。该方法基于用于计算半无限散射介质的加权函数的分析方法,并且基于等效逆源的原始方法的使用,以便获得平坦层几何结构的权重分布。通过对吸收非均质性的重建进行数值实验,评估了所提出的加权函数计算方法的正确性。结果表明,基于所提出的加权函数计算方法的摄动重建模型可以将分别位于与探测光方向成横向和纵向的小于0.3 cm和〜0.4 cm的不均匀性解决8厘米厚的物体。

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