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B1 mapping using pre-learned subspaces for quantitative brain imaging.
Tianxiao Zhang1, Yibo Zhao2,3, Wen Jin2,3
1School of Biomedical Engineering, Shanghai Jiao Tong University, Shanghai, China.
Magnetic Resonance in Medicine
|June 22, 2023
Summary
This study introduces a machine learning method to estimate transmitter and receiver B1 fields for correcting B1 inhomogeneity in brain imaging. The approach improves quantitative imaging accuracy in phantoms, healthy subjects, and brain tumor patients.
Area of Science:
- Medical Imaging
- Machine Learning
- Quantitative Brain Imaging
Background:
- B1 field inhomogeneity is a significant challenge in quantitative brain imaging, affecting accuracy.
- Accurate estimation of both transmitter (B1t) and receiver (B1r) fields is crucial for effective B1 inhomogeneity correction.
Purpose of the Study:
- To develop a novel machine learning-based method for estimating transmitter and receiver B1 fields.
- To improve the correction of B1 inhomogeneity effects in quantitative brain imaging.
Main Methods:
- A subspace model-based machine learning approach was employed to estimate B1t and B1r fields.
- Probabilistic subspace models captured scan-dependent B1 field variations, learning from pre-scanned data.
- New experimental data B1 field estimation was performed via linear optimization with prior constraints.
Main Results:
- The method generated high-quality B1 maps in phantoms and healthy subjects.
- B1 correction significantly improved T1 and proton density (PD) maps from SPGR data.
- In brain tumor patients, the method demonstrated more accurate and robust B1 estimation and correction than conventional techniques.
- Application to MRSI data from tumor patients yielded improved neurometabolite maps with better tissue differentiation.
Conclusions:
- A novel machine learning method using probabilistic subspace models was developed for B1 field estimation.
- This approach offers a more robust solution for correcting B1 inhomogeneity in practical quantitative brain imaging applications.

