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Compressed sensing acceleration of radial 3-D alternating Look-Locker T 1 mapping
Antti Aarnio1, Olli Nykänen1, Ville Kolehmainen1
1Department of Technical Physics, University of Eastern Finland, Kuopio, Finland.
Compressed sensing (CS) models can accelerate Look-Locker T1 mapping by up to 12x. A subspace-constrained reconstruction with spatial total variation and local low-rank regularization achieved the best results for faster, accurate T1 mapping.
Area of Science:
- Magnetic Resonance Imaging (MRI)
- Medical Imaging
- Biomedical Engineering
Background:
- T1 mapping is crucial for characterizing tissue properties in MRI.
- Accelerating T1 mapping acquisition is essential for reducing scan times and improving patient comfort.
- Compressed sensing (CS) offers potential for significant acceleration in MRI sequences.
Purpose of the Study:
- To evaluate the effectiveness of various compressed sensing (CS) models in accelerating alternating Look-Locker T1 mapping.
- To identify the optimal CS reconstruction strategy for accelerated T1 mapping.
Main Methods:
- Retrospective acceleration of alternating Look-Locker acquisition by factors of 1-12.
- Reconstruction of 12 images using multiple CS models with combinations of spatial total variation, locally low-rank regularization, and subspace constraints.
- Complex non-linear least squares signal fitting for T1 map generation and comparison with full data reference.
Main Results:
- A subspace-constrained reconstruction model incorporating spatial total variation and locally low-rank regularization demonstrated superior performance.
- This model outperformed others based on normalized root mean squared error, structural similarity index, and normalized mean absolute deviation.
- Subspace constraints improved models with spatial total variation but not those using only locally low-rank regularization.
Conclusions:
- Radial 3-D alternating Look-Locker T1 mapping acquisition can be effectively accelerated up to 12-fold using various CS models.
- The optimal acceleration was achieved with a subspace-constrained reconstruction model utilizing spatial total variation and locally low-rank regularization.
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