参考文献
[ 1 ] 陈建文,高鸿奕,李儒新,等. X 射线相衬成像[J]. 物理
学进展,2005,25(2):175-194.
[ 2 ] Davis T J,Gao D, Gureyev T E, et al. Phase-contrast
Imaging of Weakly Absorbing Materials Using Hard Xrays[
J]. Nature,1995,373(6515):595-598.
[ 3 ] Wilkins S W,Gureyev T E,Gao D,et al. Phase-contrast
Imaging Using Polychromatic Hard X-rays [J]. Nature,
1996,384(6607):335-338.
[ 4 ] Momose A. Demonstration of Phase-contrast X-ray
Computed Tomography Using an X-ray Interferometer[J].
Nuclear Instruments and Methods in Physics Research
Section A: Accelerators, Spectrometers, Detectors and
Associated Equipment,1995,352(3):622-628.
[ 5 ] Chapman D, Thomlinson W, Johnston R E, et al.
Diffraction Enhanced X-ray Imaging [ J ]. Physics in
Medicine and Biology,1997,42(11).
[ 6 ] Snigirev A, Snigireva I, Kohn V, et al. On the
Possibilities of X-ray Phase Contrast Microimaging by
Coherent High-energy Synchrotron Radiation [ J ].
Review of Scientific Instruments, 1995, 66 ( 12 ):
5486-5492.
[ 7 ] Pfeiffer F,Bech M,Bunk O,et al. Hard-X-ray Dark-field
Imaging Using a Grating Interferometer [ J ]. Nature
Materials,2008,7(2):134-137.
[ 8 ] Wang Zhentian, Zhang Li, Huang Zhifeng, et al. An
ART Iterative Reconstruction Algorithm for Computed
Tomography of Diffraction Enhanced Imaging [ J ].
Chinese Physics C,2009,33(11):975-980.
[ 9 ] 张 凯,朱佩平,黄万霞,等. 代数迭代重建算法在折
射衬度CT 中的应用[J]. 物理学报,2008,57 (6):
3410-3418.
[10] 李 镜,刘文杰,朱佩平,等. 基于光栅相衬成像的扇
束螺旋CT 重建算法[J]. 光学学报,2010,30 (2):
421-427.
[11] Zhu Peiping,Zhang Kai,Wang Zhili,et al. Low-dose, Simple, and Fast Grating-based X-ray Phase-contrast
Imaging [J]. Proceedings of the National Academy of
Sciences,2010,107(31):13576-13581.
[12] 李 镜,孙 怡. 基于L1 范数的微分相位衬度CT 稀
疏角度重建算法[J]. 光学学报,2012,32(3):70-76.
[13] 秦 峰,孙丰荣,宋尚玲,等. 基于压缩感知的微分相
衬CT 迭代图像重建[J]. 计算机应用,2013,33(6):
1732-1736.
[14] Candes E J, Terence T. Decoding by Linear Programming[
J]. IEEE Transactions on Information Theory,
2005,51(12):4203-4215.
[15] Candes E J,Romberg J K,Terence T. Stable Signal Recovery
from Incomplete and Inaccurate Measurements[J]. Communications
on Pure and Applied Mathematics,2006,59(8):
1207-1223.
[16] Candès E J,Romberg J,Terence T. Robust Uncertainty
Principles: Exact Signal Reconstruction from Highly
Incomplete Frequency Information [ J ]. IEEE Transactions
on Information Theory,2006,52(2):489-509.
[17] Candès E J, Wakin M B. An Introduction to Compressive
Sampling [ J ]. IEEE Signal Processing
Magazine,2008,25(2):21-30.
[18] Sunaguchi N,Yuasa T,Huo Qingkai,et al. Convolution
Reconstruction Algorithm for Refraction-contrast Computed
Tomography Using a Laue-case Analyzer for
Dark-field Imaging [ J]. Optics letters,2011,36 (3):
391-393.
[19] Hudson H M, Larkin R S. Accelerated Image Reconstruction
Using Ordered Subsets of Projection Data[J].
IEEE Transactions on Medical Imaging,1994,13(4):601-
609.
[20] De M B,Basu S. Distance-driven Projection and Backprojection
[C] / / Proceedings of IEEE Nuclear Science
Symposium Conference. [ S. l. ]: IEEE Press, 2002:
1477-1480.
[21] De M B, Basu S. Distance-driven Projection and
Backprojection in Three Dimensions [ J ]. Physics in
Medicine and Biology,2004,49(11):2463-2475.
[22] 李涛涛,李 华,刁麓弘. 复杂物体的X 射线相衬成像
三维仿真[J]. 系统仿真学报,2009,21(1):32-35.
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