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Direct diffusion tensor estimation using a model-based method with spatial and parametric constraints:

  • Yanjie Zhu
  • , Xi Peng
  • , Yin Wu
  • , Ed X. Wu
  • , Leslie Ying
  • , Xin Liu
  • , Hairong Zheng
  • , Dong Liang
  • Shenzhen Institute of Advanced Technology
  • The University of Hong Kong

Research output: Contribution to journalArticlepeer-review

21 Scopus citations

Abstract

Purpose: To develop a new model-based method with spatial and parametric constraints (MB-SPC) aimed at accelerating diffusion tensor imaging (DTI) by directly estimating the diffusion tensor from highly undersampled k-space data. Methods: The MB-SPC method effectively incorporates the prior information on the joint sparsity of different diffusion-weighted images using an L1-L2 norm and the smoothness of the diffusion tensor using a total variation seminorm. The undersampled k-space datasets were obtained from fully sampled DTI datasets of a simulated phantom and an ex-vivo experimental rat heart with acceleration factors ranging from 2 to 4. The diffusion tensor was directly reconstructed by solving a minimization problem with a nonlinear conjugate gradient descent algorithm. The reconstruction performance was quantitatively assessed using the normalized root mean square error (nRMSE) of the DTI indices. Results: The MB-SPC method achieves acceptable DTI measures at an acceleration factor up to 4. Experimental results demonstrate that the proposed method can estimate the diffusion tensor more accurately than most existing methods operating at higher net acceleration factors. Conclusion: The proposed method can significantly reduce artifact, particularly at higher acceleration factors or lower SNRs. This method can easily be adapted to MR relaxometry parameter mapping and is thus useful in the characterization of biological tissue such as nerves, muscle, and heart tissue.

Original languageEnglish
Pages (from-to)570-580
Number of pages11
JournalMedical Physics
Volume44
Issue number2
DOIs
StatePublished - Feb 2017

Keywords

  • diffusion tensor imaging
  • distributed compressed sensing
  • joint sparsity constraint
  • model-based method
  • smoothing constraint

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