4.7 Article

Multiple motion encoding in phase-contrast MRI: A general theory and application to elastography imaging

期刊

MEDICAL IMAGE ANALYSIS
卷 78, 期 -, 页码 -

出版社

ELSEVIER
DOI: 10.1016/j.media.2022.102416

关键词

Phase-contrast MRI; Multiple motion encoding; Magnetic resonance elastography

资金

  1. German Research Foundation [GRK 2260 BIOQIC, SFB1340, Sa901/17-2]
  2. European Union [668039]
  3. European Research Council (ERC) under the European Union's Horizon 2020 research and innovation programme [852544]
  4. ANID-Fondecyt [1191903, 1201311]
  5. CMM [ACE210010]
  6. Basal-ANID funds [FB210005]
  7. Millennium Programs [NCN17 1, NCN19 161, ACIPDE MATH190008]
  8. ANID Millennium Science Initiative Program [NCN17129]
  9. Conicyt Basal Program AFB [1700 01]
  10. [FONDAP/15110009]
  11. European Research Council (ERC) [852544] Funding Source: European Research Council (ERC)

向作者/读者索取更多资源

This article proposes an optimal multiple motion encoding method (OMME) to address the issue of phase wraps in high-efficiency motion encoding in MRI, aiming to improve the fidelity of motion images. The study demonstrates that OMME, applied in MRE data, successfully combines multiple phase images with different motion encoding gradients, outperforming dual encoding strategies in terms of motion-to-noise ratio (MNR) or the number of successfully reconstructed voxels. The proposed method enables the generation of wrap-free phase images with high MNR, particularly beneficial for obtaining high-resolution images in MRE.
While MRI allows to encode the motion of tissue in the magnetization's phase, it remains yet a challenge to obtain high fidelity motion images due to wraps in the phase for high encoding efficiencies. Therefore, we propose an optimal multiple motion encoding method (OMME) and exemplify it in Magnetic Resonance Elastography (MRE) data. OMME is formulated as a non-convex least-squares problem for the motion using an arbitrary number of phase-contrast measurements with different motion encoding gradients (MEGs). The mathematical properties of OMME are proved in terms of standard deviation and dynamic range of the motion's estimate for arbitrary MEGs combination which are confirmed using synthetically generated data. OMME's performance is assessed on MRE data from in vivo human brain experiments and compared to dual encoding strategies. The unwrapped images are further used to reconstruct stiffness maps and compared to the ones obtained using conventional unwrapping methods. OMME allowed to successfully combine several MRE phase images with different MEGs, outperforming dual encoding strategies in either motion-to-noise ratio (MNR) or number of successfully reconstructed voxels with good noise stability. This lead to stiffness maps with greater resolution of details than obtained with conventional unwrapping methods. The proposed OMME method allows for a flexible and noise robust increase in the dynamic range and thus provides wrap-free phase images with high MNR. In MRE, the method may be especially suitable when high resolution images with high MNR are needed. (c) 2022 The Authors. Published by Elsevier B.V. This is an open access article under the CC BY license ( http://creativecommons.org/licenses/by/4.0/ )

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