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首页> 外文期刊>Inverse Problems in Science & Engineering >A Radon-type transform arising in photoacoustic tomography with circular detectors: spherical geometry
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A Radon-type transform arising in photoacoustic tomography with circular detectors: spherical geometry

机译:使用圆形探测器的光声层析成像中出现的Radon型变换:球形几何

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摘要

In this paper, we propose a detector geometry for photoacoustic tomography that offers the practical advantage that it could be implemented with a single circular detector. The Radon-type transform that arises can be decomposed into the spherical Radon transform and the Funk-Minkowski transform. An inversion formula and a range description are obtained by combining existing inversion formulas and range descriptions for the spherical Radon transform and the Funk-Minkowski transform. Numerical simulations are performed to demonstrate our proposed algorithm.
机译:在本文中,我们提出了一种用于光声层析成像的探测器几何形状,该几何形状具有实际优势,可以用单个圆形探测器实现。出现的Radon型变换可以分解为球形Radon变换和Funk-Minkowski变换。通过结合球面Radon变换和Funk-Minkowski变换的现有反演公式和范围描述,可以获得反演公式和范围描述。进行数值模拟以证明我们提出的算法。

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