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Local integrated absorbance tomography based on revised iterative reconstruction-reprojection algorithm

机译:基于修订迭代重建重新注入算法的局部综合吸光度断层扫描

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Iterative reconstruction-reprojection (IRR) is an algorithm framework for data extrapolation in missing views of tomography projection. In this paper, this algorithm is revised and applied to reconstruct the distribution of local integrated absorbance in tunable diode laser absorption spectroscopy (TDLAS) tomography system with fixed projection views. The reconstruction process in IRR framework was replaced by algebraic iteration method combined with median filtering to solve the sparse-view reconstruction problem. To validate its effectiveness, the proposed method is compared with the Tikhonov regularization regarding the reconstruction performance based on simulation. It is shown that, when noises present, the revised IRR method has the potential of reconstructing a high spatial resolution image with less artifacts.
机译:迭代重建 - 重新注入(IRR)是断层摄影投影缺失视图中的数据推断算法框架。在本文中,修改并应用了该算法以重建具有固定投影视图的可调谐二极管激光吸收光谱(TDLA)断层扫描系统中局部集成吸光度的分布。 IRR框架的重建过程被代数迭代方法所取代,结合中值滤波来解决稀疏视图重建问题。为了验证其有效性,将所提出的方法与基于模拟的重建性能的Tikhonov规则进行比较。结果表明,当存在噪声时,修订的IRR方法具有重建高空间分辨率图像的可能性较少的伪像。

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