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Iterative Reconstruction Method for Irregular Object

机译:不规则物体的迭代重建方法

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摘要

Conventional CT reconstruction algorithm,filteredbackprojection (FBP),requires the projection data acquired within the angular range from 0 to 2pi. However,for an irregular object, the data acquired at some projection views may be not available due to the detector saturation. In this work,we proposed a method to optimize the current patterns for obtaining two sets of complementary attenuation data and to employ an iterative method based on equation and inequality to improve the reconstruction quality. The simulation results obtained from the projection data,which are generated by use of the GEANT toolkit,show that the uses of optimal current scanning method and the corresponding iterative reconstruction method can yield the accuracy images with lower noise level.
机译:常规的CT重建算法,滤波反投影(FBP),需要在0到2pi的角度范围内获取投影数据。但是,对于不规则物体,由于检测器饱和,在某些投影视图上获取的数据可能不可用。在这项工作中,我们提出了一种优化电流模式以获取两组互补衰减数据的方法,并采用基于方程和不等式的迭代方法来提高重建质量。通过使用GEANT工具包生成的投影数据获得的仿真结果表明,使用最佳电流扫描方法和相应的迭代重建方法可以产生具有较低噪声水平的精度图像。

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