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Total image constrained diffusion tensor for spectral computed tomography reconstruction

机译:用于谱计算机层析成像重建的全图像约束扩散张量

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Photon counting detector (PCD)-based spectral computed tomography (CT) is a promising imaging technique that enables high energy resolution imaging with narrow energy bins. However, the image quality is degraded because the number of photons in each energy bin is less than the number of photons in the full spectrum. To reconstruct high quality spectral CT images with narrow energy bins, we developed a total image constrained diffusion tensor (TICDT) for statistical iterative reconstruction (SIR) based on a penalized weighted least-squares (PWLS) principle, which is called "PWLS-TICDT." Specifically, TICDT uses supplementary information from a high-quality total image as a structural prior for SIR, so that the narrow energy bin image can be enhanced, while some primary features are preserved. We also developed an alternating minimization algorithm to solve the associated objective function. We conducted qualitative and quantitative studies to validate and evaluate the PWLS-TICDT method using digital phantoms and preclinical data. Results from both numerical simulation and real PCD data studies show that the proposed PWLS-TICDT method achieves noticeable gains over competing methods in terms of suppressing noise, detecting low contrast objects, and preserving resolution. More importantly, the multi-energy images reconstructed by PWLS-TICDT method can generate more accurate basis material decomposition results than the other methods. (C) 2018 Elsevier Inc. All rights reserved.
机译:基于光子计数检测器(PCD)的光谱计算机断层扫描(CT)是一种很有前途的成像技术,它可以利用狭窄的能量仓进行高能量分辨率的成像。但是,由于每个能量仓中的光子数少于整个光谱中的光子数,因此图像质量下降。为了用窄能量箱重建高质量的光谱CT图像,我们基于惩罚加权最小二乘(PWLS)原理开发了用于统计迭代重建(SIR)的总图像约束扩散张量(TICDT),称为“ PWLS- TICDT。具体地说,TICDT使用来自高质量总图像的补充信息作为SIR的结构先验,因此可以增强窄能箱图像,同时保留一些主要特征。我们还开发了一种交替最小化算法来解决相关的目标函数。我们进行了定性和定量研究,以验证和评估使用数字体模和临床前数据的PWLS-TICDT方法。数值模拟和实际PCD数据研究的结果均表明,在抑制噪声,检测低对比度物体和保持分辨率方面,所提出的PWLS-TICDT方法比竞争方法获得了明显的收益。更重要的是,通过PWLS-TICDT方法重建的多能量图像可以比其他方法生成更准确的基础材料分解结果。 (C)2018 Elsevier Inc.保留所有权利。

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