期刊文献+

基于多通道图像相关性的改进GRAPPA算法 被引量:3

An improved GRAPPA algorithm based on the correlation between multi-coil images
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摘要 针对传统GRAPPA(generalized auto-calibrating partially parallel acquisitions)算法存在随欠采样倍数增加重建图像质量下降的问题,提出一种改进算法.该算法利用多通道图像间的更多相关信息对传统GRAPPA算法进行改进,突破传统GRAPPA算法仅利用自校准信号进行权重系数估计的局限,并进一步使用已采集数据之间的一般相关性.实验结果表明,改进后的GRAPPA算法能重建出更高质量的磁共振图像. Conventional GRAPPA (generalized auto-calibrating partially parallel acquisitions) algorithm uses the auto-calibration data of additional acquisition to fit the missing K-space data and reconstruct desired image from a multi-coil under-sampling data set. However, as the acceleration factor increases, reconstruction quality decreases quickly. To address this issue, we propose a new reconstruction algorithm to improve the conventional GRAPPA by taking more correlation information of multi-coil images. It overcomes the limit of conventional GRAPPA which only uses the auto-calibration data to estimate the fitting coefficients. It takes the available relationship of all the data making reconstructed the better-quality image. Experimental results show that the proposed method could provide a better reconstruction than conventional GRAPPA.
出处 《深圳大学学报(理工版)》 EI CAS 北大核心 2013年第2期162-166,共5页 Journal of Shenzhen University(Science and Engineering)
基金 国家自然科学基金资助项目(81000611) 深圳市南山区科技局资助项目(南科院2009012)~~
关键词 磁共振成像 并行成像 GRAPPA 相关性成像 加速成像 图像重建 MRI partially parallel imaging GRAPPA correlation imaging accelerated image image recon-struction
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参考文献10

  • 1Lauterbur P C. Image formation by induced local interac- tions: examples employing nuclear magnetic resonance [J]. Nature, 1973, 242(8): 190-191.
  • 2Sodickson D K, Manning W J. Simultaneous acquisition of spatial harmonics (SMASH) : fast imaging with radiofre- quency coil arrays [ J ]. Magnetic Resonance in Medi- cine, 1997, 38(4) : 591-603.
  • 3Pruessmann K P, Markus W, Markus B S, et al. SENSE: sensitivity encoding for fast MRI [ J ]. Magnetic Reso- nance in Medicine, 1999, 42(5) : 952-962.
  • 4Carlson J W. An algorithm for NMR imaging reconstruction based on multiple RF receiver coils [ J ]. Journal of Mag- netic Resonance, 1987, 74(2) : 376-380.
  • 5Griswold M A, Jakob P M, Heidemann R M, et al. Generalized autocalibrating partially parallel acquisitions (GRAPPA) [ J ]. Magnetic Resonance in Medicine, 2002, 47(6) : 1202-1210.
  • 6Heidemann R M, Griswold M A, Haase A , et al. VD- AUTO-SMASH image [ J ].Magnetic Resonance in Medi- cine, 2001, 45(6) : 1066-1074.
  • 7陈武凡.并行磁共振成像的回顾、现状与发展前景[J].中国生物医学工程学报,2005,24(6):649-654. 被引量:19
  • 8Li Y, Dumoulin C. Correlation imaging for muhiscan MRI with parallel data acquistion [ J ]. Magnetic Resonance in Medicine, 2012, 68(6): 2005-2017.
  • 9Wang Z, Wang J, Detre J A. Improved date reconstruction method for GRAPPA [ J ]. Magnetic Resonance in Medi- cine, 2005, 54 ( 3 ) : 738-742.
  • 10Chang Y, Liang D, Ying L. Nonlinear GRAPPA: a kernel approach to parallel MRI reconstruction [ J ]. Magnetic Resonance in Medicine, 2012, 68(3): 730-740.

二级参考文献18

  • 1Carlson JW.An algorithm for NMR imaging reconstruction based on multiple RF receiver coils[J].J Magn Reson,1987,74:376-380.
  • 2Ra JB,Rim CY.Fast imaging using subencoding data sets from multiple detectors[J].Magn Reson Med,1993,30(1):142-145.
  • 3Blaimer M,Breuer F,Mueller M,et al.SMASH,SENSE,PILS,GRAPPA:How to choose the optimal method[J].Top Magn Reson Imaging,2004,15:223-236.
  • 4Sodickson DK,Manning WJ.Simultaneous acquisition of spatial harmonics(SMASH):fast imaging with radiofrequency coil arrays[J].Magn Reson Med,1997,38(4):591-603.
  • 5Jakob PM,Griswold MA,Edelman RR,et al.AUTO-SMASH:a self-calibrating technique for SMASH imaging[J].MAGMA,1998,7:42-54.
  • 6Heidemann RM,Griswold MA,Haase A,et al.VD-AUTO-SMASH imaging[J].Magn Reson Med,2001,45(6):1066-1074.
  • 7Griswold MA,Jakob PM,Heidemann RM,et al.Generalized autocalibrating partially parallel acquisitions(GRAPPA)[J].Magn Reson Med,2002,47(6):1202-1210.
  • 8Bydder M,Larkman DJ,Hajnal JV.Generalized SMASH imaging[J].Magn Reson Med,2002,47(1):160-170.
  • 9Pruessmann KP,Weiger M,Scheidegger MB,et al.Sensitivity encoding for fast MRI[J].Magn Reson Med,1999,42(5):952-962.
  • 10Griswold MA,Jakob PM,Nittka M,et al.Partially parallel imaging with localized sensitivities(PILS)[J].Magn Reson Med,2000,44:602-609.

共引文献18

同被引文献35

  • 1De I, Chanda B. A simple and efficient algorithm for multifocus image fusion using morphological wavelets [J]. Signal Processing, 2006, 86(5): 924-936.
  • 2Li Tianjie, Wang Yuanyuan. Biological image fusion using a NSCT based variable-weight method [ J ]. Infor- mation Fusion, 2011, 12(2): 85-92.
  • 3Heijmans H J A M, Goutsias J K. Nonlinear multi- resolution signal decomposition schemes-part Ⅱ : morpho- logical wavelets [ J ]. IEEE Transactions on Image Pro- cessing, 2000, 9(11) : 1897-1913.
  • 4Lin P L, Huang P Y. Fusion methods based on dynamic- segmented morphological wavelet or cut and paste for mul- tifoeus images [ J ]. Signal Processing, 2008, 88 ( 6 ) : 1511-1527.
  • 5Yang B, Jing Z L. Medical image fusion with a shift-in- variant morphological wavelet [ C ]// IEEE Conference on Cybernetics and Intelligent Systems. Chengdu (China): IEEE Press, 2008: 175-178.
  • 6Yang B, Chen E. Image fusion using an improved max- lifting scheme [ C ]// The 2nd International Congress on Image and Signal Processing. Tianjin (China) : IEEE Press. 2009 : 1-5.
  • 7Zhang Wenbin, Shen Lu, Li Junsheng, et al. Morpho- logical undecimated wavelet decomposition for fault feature extraction of rolling element bearing [ C ]// The 2nd In- ternational Congress on Image and Signal Processing. Tianjin (China): IEEE Press, 2009: 1-5.
  • 8赵鹏,王霓虹,浦昭邦.基于形态小波分解金字塔的图像融合[J].光电子.激光,2008,19(6):814-817. 被引量:12
  • 9张葆.基于图形处理器的实数FFT在图像处理中的应用[J].光学精密工程,2008,16(12):2414-2420. 被引量:7
  • 10肖江,胡柯良,邓元勇.基于CUDA的矩阵乘法和FFT性能测试[J].计算机工程,2009,35(10):7-10. 被引量:33

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