期刊文献+

PROPELLER磁共振成像数据重建中的仿射运动校正新算法 被引量:1

Affine Motion Compensation with Improved Reconstruction in PROPELLER MRI
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摘要 PROPELLER(Periodically Rotated Overlapping ParallEL Lines with Enhanced Reconstruction)磁共振成像方法对刚性运动伪影的消除效果非常显著,已经在头部磁共振成像中获得了成功应用.但是刚性运动一般仅存在于头部成像中,人体其它部位成像往往伴随着不同程度的软组织拉伸变形.对于这种软组织变形必须基于非刚性运动模型才能准确地进行描述并加以校正.本文将PROPELLER采样中的每个k-空间条经过傅立叶逆变换重建得到临时图像,通过基于仿射运动模型的图像配准算法获得非刚性运动信息,然后根据仿射变换的频域性质,对PROPELLER采样中的每个k-空间条进行校正,最后经网格化重建得到最终图像.仿真实验与真实数据实验表明,相对于现有的PROPELLER重建算法,本文所提算法对于刚性运动与仿射运动造成的伪影均具有很好的校正效果. PROPELLER(Periodically Rotated Overlapping ParallEL Lines with Enhanced Reconstruction) MRI offers an effective means for compensating rigid motion during data collection.So far,this method has been evaluated clinically and found to be able to improve image quality through quantification and correction for head motion,where hypothetically only rotation and translation is present.During imaging of other parts of body,especially in abdomen,soft tissue such as liver,deformation occurs frequently.Traditional PROPELLER reconstruction can′t model this kind of non-rigid body motion and can only attain limited compensation through correlation weighting.In this paper,a new method was proposed for affine motion correction,which extracted affine motion information from image space and compensated it in k-space.The experimental results show that the proposed method could correct artifacts due to not only the rigid motion but also the affine motion.
出处 《电子学报》 EI CAS CSCD 北大核心 2010年第4期904-909,共6页 Acta Electronica Sinica
基金 国家973重点基础研究发展规划(No.2010CB732502) 国家自然科学基金(No.30800254 No.30730036) 广东省自然科学基金(No.06301304)
关键词 磁共振成像 PROPELLER 运动伪影校正 仿射变换 MRI(Magnetic Resonance Imaging) PROPELLER motion correction affine transformation
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参考文献15

  • 1Ehman RL, Felmlee JP. Adaptive technique for high-definilion MR imaging of moving structures [J].Radiology, 1989, 173 ( 1 ) : 255 - 263.
  • 2Welch EB, Manduca A, Grimm RC,et al. Spherical navigator echoes for full 3D rigid body motion measurement in MRI[ J]. Magnetic Resonance in Medicine,2002,47( 1 ) :32 - 41.
  • 3Atkinson D, Hill DLG, Stoyle PNR, et al. Automatic correction of motion artifacts in magnetic resonance images using an en- tropy focus cdterion[J]. IEEE Transactions on Medical Imaging, 1997,16(6) :903 - 910.
  • 4McGee KP,Manduca A,Felmlee JP, et al. Image metric-based correction (autocorrection) of motion effects: analysis of image metrics[ J] .Journal of Magnetic Resonance Imaging, 2000, 11 (2) : 174 - 181.
  • 5Pipe JG. Periodically rotated overlapping parallel lines with enhanced reconstruction (PROPI LER) MRI: application to motion correction[ A]. Proceedings of the International Society for Magnetic Resonance in Medicine[ C]. Philadelphia, 1999, 7: 242 - 743.
  • 6Pipe JG. Improved in-plane motion correction for PROPELLER MRI[ A]. Proceedings of the International Society for Magnetic Resonance in Medicine[ C ]. Glasgow, Scotland, UK, 2001,9:743.
  • 7Feng Yan-qiu, Chen Wu-fan. New algorithm for extracting motion information from PROPEl J .ER data and head motion correction in Tl-weighted MRI[A]. Proceedings of the 27th Annual International Conference of the IEEE-EMBS [ C ]. IEEE Press,2006. 1378 - 1381.
  • 8K P Forbes, J G Pipe, C R Bird, J E Heiserman. PROPELLER MRI: clinical testing of a novel technique for quantification and compensation of head motion [J]. Journal of Magnetic Resonance Imaging,2001,14(3) :215 - 222.
  • 9Weiger M, Bornert P, Proksa R, et al. Motion-adapted gating based on k-space weighting for reduction of respiratory motion artifacts[ J ]. Magnetic Resonance in Medicine, 1997,38 ( 2 ) : 322 - 333.
  • 10Macgowan CK, Wood ML. Phase-encode reordering to minirnize errors caused by motion [J]. Magnetic Resonance in Medicine, 1996,35(3) :391 - 398.

二级参考文献8

  • 1James G Pipe.Motion correction with PROPELER MRI:application to head motion and free-breathing cardiac imaging[J].Magn Reson Med,1999,42(5):963-969.
  • 2Kirsten P N Forbes,James G Pipe,John P Karis,et al.PROPELLER MRI:Clinical testing of a novel technique for quantification and compensation of head motion[J].J Magn Reson Imag,2001,14(3):215-222.
  • 3Kirsten P Forbes,James G Pipe Victoria Farthing,et al.Brain imaging in the unsedated pediatric patient:comparison of periodically rotated overlapping parallel lines with enhanced reconstruction and single-shot fast spin-echo sequences[J].AJNR am J Neuroradiol,2003,162(6):794-798.
  • 4Liewei Sha,Hua Guo,Allen W Song,et al.An improved gridding method for spiral MRI using nonuniform fast Fourier transform[J].J Magn Reson,2003,162(6):250-258.
  • 5Hisamoto Moriguchi,Jeffrey L Duerk.Modified block uniform resampling (BURS) algorithm using truncated singular value decomposition:fast accurate gridding with noise and artifact reduction[J].Magn Reson,Med,2001,46(11):1189-1201.
  • 6John I Jackson,Craig H Meyer,Dwight G Nishimura,et al.Selection of a convolution function for Fourier inversion using gridding[J].IEEE Trans Med Imaging,1991,10(9):473-478.
  • 7James G Pipe,nabh Menon.Sampling density compensation in MRI:rationale and an iterative numerical solution[J].Magn Reson Med,1999,41(1):179-186.
  • 8V Rashe,R Proska,R Sinkus,et al.Resampling of data between arbitrary grids using convolution interpolation[J].IEEE Trans Med Imaging,1999,18(5):385-392.

共引文献22

同被引文献11

  • 1James G Pipe. In,qxoved in-plane motion COllection for pro- peller MRI [ A ]. Proceedings of the International Society for Magnetic Resonance in Medicine[ C]. Glasgow,Scotland, UK, 2001,9.242 - 743.
  • 2Lin W, et al. Correcting bulk in-plane motion artifacts in MRI using the point spread function, medical imaging [ J ].IEEE Transactions on Medical Imaging,2005,24(9) : 1170- 1176.
  • 3Hedley M. Motion artifact correction in MRI using generalized projections[J]. IEEE Transactions on Medical Imaging, 2002, 10(1):40-46.
  • 4Boadt's A. A non-local algorithm for image denoising [ A ]. IEEE Computer Society Conference on Computer Vision and Pattern Recognition[ C] .NY: PA-IEEE., Vol 2,2005.60- 65.
  • 5Gilboa G,Osher S.Nonlocal operators with applications to im- age processing[ J]. Multiscale Modeling & Simulation, 2007,7 (3) : 1005 - 1028.
  • 6Peyre G, Bougleux S, Cohen L D. Nonlocal regularization of inverse problems[ J]. Inverse Problems and Imaging, 2011, 5 (2) :511 - 530.
  • 7Xiaoqun Zhang,Mat'dn Burger, Xavier Bresson, Stanley Osh- or. Bregmanized noniocal teguladzafion for deconvolufion and sparse reconstruction[ J]. SIAM Journal on Imaging Sciences, 2009,3(3) :253 - 276.
  • 8Dossal C, et al. Sharp support recovery from noisy random measurements by L1 minimization[ J] .Applied and Computa- tional Harmonic Analysis,2012,33 (1) :24 - 43.
  • 9许娟,孙玉宝,韦志辉.基于结构张量的Non-Local Means去噪算法研究[J].计算机工程与应用,2010,46(28):178-180. 被引量:7
  • 10王亮,张朋.扇束CT几何伪影的校正方法[J].电子学报,2011,39(5):1143-1149. 被引量:7

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