Model-Based Nonlinear Inverse Reconstruction for T2 Mapping Using Highly Undersampled Spin-Echo MRI

被引:124
作者
Sumpf, Tilman J. [1 ]
Uecker, Martin [1 ]
Boretius, Susann [1 ]
Frahm, Jens [1 ]
机构
[1] Max Planck Inst Biophys Chem, Biomed NMR Forsch GmbH, D-37070 Gottingen, Germany
关键词
quantitative MRI; T2; mapping; relaxivity; human brain; model-based reconstruction; nonlinear inversion;
D O I
10.1002/jmri.22634
中图分类号
R8 [特种医学]; R445 [影像诊断学];
学科分类号
1002 ; 100207 ; 1009 ;
摘要
Purpose: To develop a model-based reconstruction technique for T2 mapping based on multi-echo spin-echo MRI sequences with highly undersampled Cartesian data encoding. Materials and Methods: The proposed technique relies on a nonlinear inverse reconstruction algorithm which directly estimates a T2 and spin-density map from a train of undersampled spin echoes. The method is applicable to acquisitions with single receiver coils but benefits from multi-element coil arrays. The algorithm is validated for trains of 16 spin echoes with a spacing of 10 to 12 ms using numerical simulations as well as human brain MRI at 3 Tesla (T). Results: When compared with a standard T2 fitting procedure using fully sampled T2-weighted images, and depending on the available signal-to-noise ratio and number of coil elements, model-based nonlinear inverse reconstructions for both simulated and in vivo MRI data yield accurate T2 estimates for undersampling factors of 5 to 10. Conclusion: This work describes a promising strategy for T2-weighted MRI that simultaneously offers accurate T2 relaxation times and properly T2-weighted images at arbitrary echo times. For a standard spin-echo MRI sequence with Cartesian encoding, the method allows for a much higher degree of undersampling than obtainable by conventional parallel imaging.
引用
收藏
页码:420 / 428
页数:9
相关论文
共 15 条
[1]  
[Anonymous], 1848, Cambridge and Dublin Mathematical Journal, V3, P198
[2]   Model-Based Iterative Reconstruction for Radial Fast Spin-Echo MRI [J].
Block, Kai Tobias ;
Uecker, Martin ;
Frahm, Jens .
IEEE TRANSACTIONS ON MEDICAL IMAGING, 2009, 28 (11) :1759-1769
[3]  
Bocher M, 1906, ANMAT, V7, P81, DOI DOI 10.2307/1967238
[4]   Compressed Sensing Reconstruction for Magnetic Resonance Parameter Mapping [J].
Doneva, Mariya ;
Boernert, Peter ;
Eggers, Holger ;
Stehning, Christian ;
Senegas, Julien ;
Mertins, Alfred .
MAGNETIC RESONANCE IN MEDICINE, 2010, 64 (04) :1114-1120
[5]  
Gibbs J.W., 1898, NATURE, V59, P200, DOI [10.1038/059200b0, DOI 10.1038/059200B0]
[6]  
Gibbs J. W., 1898, Nature, V59, P200, DOI 10.1038/059200b0
[7]  
Graff C., 2006, P INT SOC MAG RESON, V14
[8]   A new conjugate gradient method with guaranteed descent and an efficient line search [J].
Hager, WW ;
Zhang, HC .
SIAM JOURNAL ON OPTIMIZATION, 2005, 16 (01) :170-192
[9]   RARE IMAGING - A FAST IMAGING METHOD FOR CLINICAL MR [J].
HENNIG, J ;
NAUERTH, A ;
FRIEDBURG, H .
MAGNETIC RESONANCE IN MEDICINE, 1986, 3 (06) :823-833
[10]   Sparse MRI: The application of compressed sensing for rapid MR imaging [J].
Lustig, Michael ;
Donoho, David ;
Pauly, John M. .
MAGNETIC RESONANCE IN MEDICINE, 2007, 58 (06) :1182-1195