利用漫射光子密度波成像非均匀浑浊介质

M. A. O'Leary, D. Boas, B. Chance, A. Yodh
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引用次数: 0

摘要

在这篇论文中,我们给出了在浑浊介质中漫射光子密度波测量的图像。在简要介绍和描述实验设置之后,本文档分为两个部分。首先,我们给出了漫射光子密度波在浑浊介质中被球形和圆柱不均匀性散射的解析解,并讨论了该解在包含多物体和多源的系统中的应用。这个精确的解对于模拟由于简单的不均匀性引起的漫射光子密度波的畸变是一个有用的工具。直到最近,异质介质的模拟都是通过蒙特卡罗方法、有限元分析或其他耗时的技术来实现的。最近,Feng等人[1]提出了单个点状异质性的微扰解。我们提出的精确计算并不局限于小对象,与蒙特卡罗模拟相比,使用该解决方案的数值计算速度更快[2]。最后,我们通过实验证明,这种解析解使我们能够适应任意球形和圆柱形物体的光学和几何特性,并讨论了表征此类物体所需的探测器灵敏度。在第二节中,我们推导出更一般的非均匀散射介质的图像。我们的方法是基于扩散近似,但不是迭代方法;这是一种直接反演,在样品吸收变化中精确到一阶。通过在浑浊介质周围放置多源/单检测器单元来提高灵敏度。在我们的特殊情况下,每个单元由一组两个相互相位为180°的调制漫射光源组成,以及位于与每个光源等距位置的单个探测器。在本报告中,我们将描述一般的理论方法,提供其效用的实验证据,并讨论潜在的应用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Images of Inhomogeneous Turbid Media Using Diffuse Photon Density Waves
In this paper we present images derived from measurements of diffuse photon density waves in turbid media. After a brief introduction and description of the experimental set-up, this document is divided into two sections. In the first, we present an analytic solution for the scattering of diffuse photon density waves by spherical and cylindrical inhomogeneities within turbid media and discuss the application of this solution to systems containing multiple objects and multiple sources. This exact solution is a useful tool for simulating the distortion of a diffuse photon density wave due to simple inhomogeneities. Until recently, simulations of heterogeneous media were achieved by Monte-Carlo methods, finite element analysis, or other time consuming techniques. More recently, Feng et al. [1] presented a perturbative solution for a single, point-like heterogeneity. The exact calculation we present is not limited to small objects, and numerical calculations using this solution are fast compared to Monte Carlo simulations[2]. Finally, we experimentally demonstrate that this analytic solution enables us to fit for the optical and geometric properties of arbitrary spherical and cylindrical objects, and we discuss the detector sensitivity required to characterize such objects. In the second section we derive images of more general inhomogeneous scattering media. Our method is based on the diffusion approximation, but is not an iterative approach; it is a direct inversion that is exact to first order in variations of the sample absorption. An increase in sensitivity is achieved through the use of multiple-source/single-detector units placed around the turbid medium. In our particular case, each unit consisted of a set of two modulated diffuse light sources phased 180° out of phase with respect to one another, and a single detector located at positions equidistant from each source. In this report we will describe the general theoretical approach, provide experimental evidence of its utility, and discuss potential applications.
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