3D whole-brain ASL is typically performed using either Stack-of-Spirals FSE or GRASE. However, those readouts suffer from significant image blurring and off-resonance sensitivity. Hence, Cartesian encoding would be highly desirable because of its robustness and high image quality, but acquisition times remain prohibiting. We therefore report the implementation of an accelerated 3D-FSE sequence using variable-density Poisson-disk undersampling to provide redundant k-space center sampling while varying the outer pseudo-random sampling and Parallel-Imaging Compressed-Sensing reconstruction to provide high quality high-resolution whole brain ASL perfusion images.
4 healthy volunteers (33±17yo,3F/1M) were scanned at 3T (GE Discovery MR750) with a 32-ch head coil. An axial 3D-T1-w-FSPGR volume was acquired for anatomical reference. All ASL acquisitions used 1.5s pCASL labeling (1.5s PLD, B1_av=1.4$$$\mu$$$T, Gmax/Gav=3.5/0.5mT/m3,4) background-suppression and inferior in-flow saturation. The following ASL sequences were acquired (Fig.1):
- SoS-FSE commercially available (nominal in-plane resolution 3.6x3.6mm2, 440ms echo-train)
- VD-C-FSE with the same undersampling pattern repeated across averages
- VD-U-FSE with a varying pseudo-random undersampling across averages (408ms echo-train)
- HR-C-FSE a high isotropic spatial resolution acquisition (1.7 to 2mm3 isotropic resolution, 432ms echo-train).
All Cartesian-FSE acquisitions use a flip-angle modulation of the refocusing echo-train while the SoS does not. Additionally, a proton-density pre-saturated reference volume was acquired matching resolution for both SoS and C-FSE. All acquisition details are provided in Fig.2.
The SoS-FSE were reconstructed using the standard product online reconstruction pipeline. For the C-FSE acquisitions, raw k-space data were saved for offline reconstruction under MATLAB using the BART toolbox5. After coil-sensitivity estimation using ESPIRiT6 on the M0 volume (calibration region 323, cluster size k=63, $$$\sigma$$$=0.01 and threshold=0.8), a PI-CS reconstruction7 of the volume m was performed with k-t sparsity enforcement of the data y by minimizing the L1-norm of spatial wavelets ($$$\psi$$$) and L1-TV ($$$\lambda$$$1=0.001, $$$\lambda$$$2=0.05) using the ADMM algorithm (max. 100 iterations):
$$$ m(x,y,z,t)=argmin\parallel DFSm(x,y,z,t)-y(x,y,z,t) \parallel_{2}+\lambda_{1}\parallel\psi m(x,y,z)\parallel_{1}+\lambda_{2}\parallel TV m(t)\parallel_{1} $$$(1)
With D a sampling, F Fourier-transform and S ESPIRiT operators. Spatial normalization, segmentation and cortical surface estimation was performed using FreeSurfer on the T1-w volume. Then, all ASL volumes were normalized to a smoothed GM-segmentation (2mm3 Gaussian kernel) of the T1-w volume using FSL (12-DOF affine registration, CC metric), allowing projection of the cortical surfaces on the ASL data. After qualitative assessment, a non-reference blurring metric as used in previous work8,9 was calculated on whole brain perfusion-weighted images for each encoding/reconstruction and compared using a multiple-pairs HSD Tukey-Kramer test.
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