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潘晓川教授的反投影滤波(BPF)新型重建算法介绍 被引量:7

Xiaochuan Pan's New BPF-type Algorithms for Computed Tomography Image Reconstruction
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摘要 计算机断面成像(CT)的精确重建方法一直是现代CT成像领域中一个活跃的研究方向。近几年,关于平行束、扇束、锥束CT精确重建的研究取得了一系列重要的突破和创新成果。本文主要介绍了美国芝加哥大学潘晓川教授为首的课题组提出的一类基于反投影卷积(BackprojectionFiltration:BPF)的CT精确重建算法。BPF算法最重要的贡献在于它成功地解决了从沿探测器方向截断的投影数据进行CT精确重建的问题;因此,通过BPF算法能够设计出针对目标的感兴趣区域成像策略,减少成像扫描、重建时间,辐照剂量和散射光子。 The development of image reconstruction in computed tomography (CT) remains one of the most active areas in modem imaging sciences. In the last few years, there have been significant breakthroughs in the development of mathematically exact and innovative methods for image reconstruction from parallel-beam, fan-beam and cone-heam projection data. This paper introduces a type of BPF-based algorithms proposed by the laboratory led by Dr. Xiaochuan Pan at The University of Chicago. One of important properties of the BPF-based algorithms lies in that it can provide exact image reconstruction within a region of interest (ROI) from projection data containing longitudinal and transverse truncations. Such a unique property of the BPF-based algorithm offer the opportunity to design targeted ROI-imaging strategy, thus reducing scanning effort, computation time, radiation dose, and imaging artifacts such as scatter.
出处 《CT理论与应用研究(中英文)》 2006年第3期68-73,共6页 Computerized Tomography Theory and Applications
关键词 反投影滤波(BPF) PI线 螺旋CT 感兴趣区域 Backprojection filtration (BPF), PI-line, Chord, helical CT, Region-of-interest (ROI).
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参考文献19

  • 1Zou Y, Pan X. Exact image reconstruction on PI-lines from minimum data in helical cone-beam CT[J]. Phys. Med. Bio., 2004,49: 941-959.
  • 2Zou Y, Pan X. Image reconstruction on PI-lines by use of filtered backprojection in helical cone-beam CT [J]. Phys. Med. Biol. 2004,49:2717-2731.
  • 3Pan X, Xia D, Zou Y, Yu L. A unified analysis of FBP-based algorithms in helical cone-beam andcircular cone- and fan-beam scans [J]. Phys. Med. Biol.2004, 49: 4349-4369.
  • 4Katsevich, Theoretically exact filtered backprojection-type inversion algorithm for spiral CT [J].SIAM J. Appl. Math., 2002,62:2012~2026.
  • 5Katsevich, A general scheme for constructing inversion algorithms for cone beam CT [J]. Int. J. Math. Math. Sci.,2003, 21:1305-21.
  • 6Zou Y, Pan X, Xia D, Wang G. PI-line-based image reeonstruction in helical cone-beam computed tomography with a variable pitch [J]. Med. Phys. 2005,32: 2639-2648.
  • 7Xia D, Zou Y, Yu L, Sidky E Y, Pan X. Image reconstruction for scanning configurations with tilted helical and saddle trajectories [C]. Proc. 8^th international meeting on fully three-dimensional image reconstruction in radiology and nuclear medicine, 2005,347-351.
  • 8Pan X, Xia D, Zou Y, Yu L. A unified analysis of FBP-based algorithms in helical cone-beam andcircular cone- and fan-beam scans [J]. Phys. Med. Biol. 2004,49: 4349-69.
  • 9Danielsson P E, Edholm P, Seger M. Towards exact 3D-reconstruction for helical cone-beam scanning of long objects. A new detector arrangement and a new completeness condition [C]. Proc.1997 Int. Meet. on Fully Three-Dimensional Image Reconstruction in Radiology and Nuclear Medicine (Pittsburgh), 1997,141-144.
  • 10Sidky E Y, Zou Y, Pan X. Minimum-data filtered backprojeetion algorithm for helical cone-beam computed tomography [J]. Phys. Med. Biol. 2005,50: 1643-1657.

二级参考文献5

  • 1LIU Ying, LIU Hong, WANG Ying, et al. Half-scan cone-beam CT fluoroscopy with multiple X-ray sources[J]. Medical Physics, 2001, 28(7): 1466-1471.
  • 2Kudo H, Noo F, Defrise M, et al. New super-short-scan algorithms for fan-beam and cone-beam reconstruction[A]. Conf Record of the 2002 IEEE Nucl Sci Sympo and Med Imag Conf[C]. 2002. 902-906.
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  • 5王革,姜明,Seung Wook Lee,刘泓,Eric Hoffman.显微CT的锥束重建技术[J].CT理论与应用研究(中英文),2002,11(3):7-11. 被引量:4

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