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用于提取混浊介质中固有荧光的分析模型。

Analytical model for extracting intrinsic fluorescence in turbid media.

作者信息

Wu J, Feld M S, Rava R P

出版信息

Appl Opt. 1993 Jul 1;32(19):3585-95. doi: 10.1364/AO.32.003585.

Abstract

In this paper we describe a photon migration approach for modeling fluorescence in an optically thick, turbid medium such as human tissue. In such a medium the intrinsic fluorescence spectrum of the fluorophores Φ can be distorted by the interplay of many factors, including scattering and absorption, excitation and collection geometries, and boundary conditions. The model provides an analytical relationship between the bulk fluorescence spectrum F and the diffuse reflectance spectrum R for arbitrary geometries and boundary conditions. We demonstrate that the distortion can be simply and accurately removed by measuring R from the optically thick medium over the same wavelength range and in the same manner as F. Over a wide range of tissue parameters this relationship may be written as Φα F/R(eff), with R(eff) a corrected form of the measured diffuse reflectance. The validity of this approach is demonstrated in both laboratory experiments on human aortic media and by comparison with Monte Carlo simulations and dif usion theory. Connection with a previous algorithm for extracting intrinsic fluorescence is also discussed.

摘要

在本文中,我们描述了一种用于对诸如人体组织这种光学厚度大、浑浊介质中的荧光进行建模的光子迁移方法。在这样的介质中,荧光团的固有荧光光谱Φ会受到多种因素相互作用的影响而发生畸变,这些因素包括散射和吸收、激发和收集几何结构以及边界条件。该模型针对任意几何结构和边界条件,给出了整体荧光光谱F与漫反射光谱R之间的解析关系。我们证明,通过在与测量F相同的波长范围内、以相同方式从光学厚度大的介质中测量R,就可以简单且准确地消除这种畸变。在广泛的组织参数范围内,这种关系可以写成ΦαF/R(eff),其中R(eff)是测量得到的漫反射的一种校正形式。这种方法的有效性在人体主动脉介质的实验室实验中得到了证明,并且通过与蒙特卡罗模拟和扩散理论的比较也得到了证明。还讨论了与先前用于提取固有荧光的算法的联系。

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