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Model-based iterative reconstruction for flat-panel cone-beam CT with focal spot blur, detector blur, and correlated noise

机译:具有焦点模糊,检测器模糊和相关噪声的平板锥束CT基于模型的迭代重建

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摘要

While model-based reconstruction methods have been successfully applied to flat-panel cone-beam CT (FP-CBCT) systems, typical implementations ignore both spatial correlations in the projection data as well as system blurs due to the detector and focal spot in the x-ray source. In this work, we develop a forward model for flat-panel-based systems that includes blur and noise correlation associated with finite focal spot size and an indirect detector (e.g. scintillator). This forward model is used to develop a staged reconstruction framework where projection data are deconvolved and log-transformed, followed by a generalized least-squares reconstruction that utilizes a non-diagonal statistical weighting to account for the correlation that arises from the acquisition and data processing chain. We investigate the performance of this novel reconstruction approach in both simulated data and in CBCT test-bench data. In comparison to traditional filtered backprojection and model-based methods that ignore noise correlation, the proposed approach yields a superior noise-resolution tradeoff. For example, for a system with 0.34 mm FWHM scintillator blur and 0.70 FWHM focal spot blur, using the correlated noise model instead of an uncorrelated noise model increased resolution by 42% (with variance matched at 6.9 x 10(-8) mm(-2)). While this advantage holds across a wide range of systems with differing blur characteristics, the improvements are greatest for systems where source blur is larger than detector blur.
机译:尽管基于模型的重建方法已成功应用于平板锥束CT(FP-CBCT)系统,但典型的实现方式忽略了投影数据中的空间相关性以及由于x方向的检测器和焦点而导致的系统模糊-射线源。在这项工作中,我们为基于平板的系统开发了一个正向模型,该模型包括与有限焦点尺寸和间接检测器(例如闪烁器)相关的模糊和噪声相关性。该正向模型用于开发分阶段的重构框架,在该框架中对投影数据进行反卷积和对数转换,然后进行广义的最小二乘重构,该重构利用非对角统计权重来说明由采集和数据处理引起的相关性链。我们在模拟数据和CBCT测试台数据中研究了这种新颖的重建方法的性能。与忽略噪声相关性的传统滤波反投影和基于模型的方法相比,所提出的方法产生了出色的噪声分辨率权衡。例如,对于具有0.34 mm FWHM闪烁器模糊和0.70 FWHM焦斑模糊的系统,使用相关噪声模型而不是不相关噪声模型可将分辨率提高42%(方差匹配6.9 x 10(-8)mm(- 2))。尽管此优势在具有不同模糊特性的各种系统中均能保持,但对于源模糊大于检测器模糊的系统而言,改进最大。

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