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一种用于容积CT螺旋扫描图像重建的三维加权锥束滤波反投影(CB-FBP)算法。

A three-dimensional-weighted cone beam filtered backprojection (CB-FBP) algorithm for image reconstruction in volumetric CT-helical scanning.

作者信息

Tang Xiangyang, Hsieh Jiang, Nilsen Roy A, Dutta Sandeep, Samsonov Dmitry, Hagiwara Akira

机构信息

GE Healthcare Technologies, 3000 N Grandview Blvd, W-1190, Waukesha, WI 53188, USA.

出版信息

Phys Med Biol. 2006 Feb 21;51(4):855-74. doi: 10.1088/0031-9155/51/4/007. Epub 2006 Jan 25.

Abstract

Based on the structure of the original helical FDK algorithm, a three-dimensional (3D)-weighted cone beam filtered backprojection (CB-FBP) algorithm is proposed for image reconstruction in volumetric CT under helical source trajectory. In addition to its dependence on view and fan angles, the 3D weighting utilizes the cone angle dependency of a ray to improve reconstruction accuracy. The 3D weighting is ray-dependent and the underlying mechanism is to give a favourable weight to the ray with the smaller cone angle out of a pair of conjugate rays but an unfavourable weight to the ray with the larger cone angle out of the conjugate ray pair. The proposed 3D-weighted helical CB-FBP reconstruction algorithm is implemented in the cone-parallel geometry that can improve noise uniformity and image generation speed significantly. Under the cone-parallel geometry, the filtering is naturally carried out along the tangential direction of the helical source trajectory. By exploring the 3D weighting's dependence on cone angle, the proposed helical 3D-weighted CB-FBP reconstruction algorithm can provide significantly improved reconstruction accuracy at moderate cone angle and high helical pitches. The 3D-weighted CB-FBP algorithm is experimentally evaluated by computer-simulated phantoms and phantoms scanned by a diagnostic volumetric CT system with a detector dimension of 64 x 0.625 mm over various helical pitches. The computer simulation study shows that the 3D weighting enables the proposed algorithm to reach reconstruction accuracy comparable to that of exact CB reconstruction algorithms, such as the Katsevich algorithm, under a moderate cone angle (4 degrees) and various helical pitches. Meanwhile, the experimental evaluation using the phantoms scanned by a volumetric CT system shows that the spatial resolution along the z-direction and noise characteristics of the proposed 3D-weighted helical CB-FBP reconstruction algorithm are maintained very well in comparison to the FDK-type algorithms. Moreover, the experimental evaluation by clinical data verifies that the proposed 3D-weighted CB-FBP algorithm for image reconstruction in volumetric CT under helical source trajectory meets the challenges posed by diagnostic applications of volumetric CT imaging.

摘要

基于原始螺旋FDK算法的结构,提出了一种三维(3D)加权锥束滤波反投影(CB-FBP)算法,用于螺旋源轨迹下容积CT的图像重建。除了依赖视图和扇角外,3D加权还利用射线的锥角依赖性来提高重建精度。3D加权是与射线相关的,其基本机制是对共轭射线对中锥角较小的射线给予有利权重,而对共轭射线对中锥角较大的射线给予不利权重。所提出的3D加权螺旋CB-FBP重建算法是在锥平行几何结构中实现的,该结构可以显著提高噪声均匀性和图像生成速度。在锥平行几何结构下,滤波自然地沿着螺旋源轨迹的切线方向进行。通过探索3D加权对锥角的依赖性,所提出的螺旋3D加权CB-FBP重建算法在中等锥角和高螺旋 pitch 下可以提供显著提高的重建精度。通过计算机模拟体模和由探测器尺寸为64×0.625 mm的诊断容积CT系统扫描的体模,在各种螺旋 pitch 下对3D加权CB-FBP算法进行了实验评估。计算机模拟研究表明,在中等锥角(4度)和各种螺旋 pitch 下,3D加权使所提出的算法能够达到与精确CB重建算法(如Katsevich算法)相当的重建精度。同时,使用容积CT系统扫描的体模进行的实验评估表明,与FDK型算法相比,所提出的3D加权螺旋CB-FBP重建算法在z方向上的空间分辨率和噪声特性保持得非常好。此外,通过临床数据进行的实验评估验证了所提出的用于螺旋源轨迹下容积CT图像重建的3D加权CB-FBP算法能够应对容积CT成像诊断应用带来的挑战。

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