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Updated: May 29, 2026

A 3D Quantification Technique for Liver Fat Fraction Distribution Analysis Using Dixon Magnetic Resonance Imaging
Published on: October 20, 2023
Phase-uncertainty quality map for two-point Dixon fat-water separation.
1Cancer Research UK and EPSRC Cancer Imaging Centre, Royal Marsden NHS Foundation Trust and Institute of Cancer Research, Sutton SM2 5PT, UK. maria.schmidt@icr.ac.uk
This study compared phase correction algorithms and quality maps for Dixon imaging. Hierarchical phase correction significantly improved fat-water separation, outperforming the original method.
Area of Science:
- Magnetic Resonance Imaging (MRI)
- Medical Imaging
- Image Processing
Background:
- Dixon fat-water separation is crucial for MRI, but phase errors can degrade image quality.
- Accurate phase correction and region-growing segmentation are essential for reliable fat-water separation.
Purpose of the Study:
- To compare two phase correction algorithms and two quality maps (QM) for region-growing in Dixon imaging.
- To evaluate the impact of pre-processing to remove linear phase drifts on fat-water separation.
Main Methods:
- Acquisition of in-phase and out-of-phase images using a spoiled dual-gradient-echo sequence at 1.5 T.
- Processing of 97 datasets with original and hierarchical phase correction algorithms and two QMs (phase gradient-based and phase uncertainty-based).
- Evaluation of pre-processing to remove linear phase drifts associated with dual-echo acquisitions.
Main Results:
- The hierarchical phase correction algorithm demonstrated superior performance compared to the original algorithm across all applications.
- The proposed phase uncertainty QM offered a minor improvement in clinical images but showed vulnerability to flow-related phase shifts.
- Pre-processing to remove linear phase shifts had minimal impact on the overall outcome.
Conclusions:
- Hierarchical phase correction is a more effective technique for Dixon fat-water separation.
- The combination of phase uncertainty QMs and hierarchical algorithms, with appropriate pre-processing, represents the most successful approach for phase correction in Dixon imaging.
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