When too short a post-labeling delay (PLD) is used for ASL, intravascular artifacts can be present. This issue is amplified in multiband (MB) ASL where superior slices are acquired early in the acquisition. Here, MB pseudocontinuous ASL (pCASL) and a dual regression approach were used to analyze functional connectivity with PLD=1000ms and 1525ms. Increased whole-brain tSNR was observed for the PLD=1000ms data, but intravascular signal was present. Group connectivity was similar between PLDs, and no significant differences in mean or max z-score were seen between PLD. Thus, shorter PLDs may be appropriate for MB-ASL rsfMRI despite the presence of intravascular artifacts.
Seven right-handed healthy adult volunteers (four male, three female, mean age = 35.0+/- 3.6 years, age range 23–58 years) participated in this study. lmaging was performed on a GE 3 Tesla MR750 system with a body transmit coil and 32-channel NOVA receive head coil. High-resolution anatomical MPRAGE images were collected for co-registration with the functional images. Each subject underwent two resting-state MB pCASL scans, which utilized an unbalanced pCASL labeling scheme with labeling time=1450ms and PLD/TR=1000/3500 and 1525/4000ms. In-plane acceleration was employed with R=2. Additional parameters were as follows: TE=9.1ms, MB-factor=4, number of excitations=9 (total slices=9×4=36), FOV=240mm, resolution=3×3×3mm3, FA=90°. Scans lasted approximately 10 minutes. Subjects were instructed to lie awake with their eyes closed. A slice-GRAPPA algorithm was implemented for MB unaliasing4. A traditional 1D-GRAPPA approach was used to unalias in-plane aliasing5.
Preprocessing of ASL data included volume registration and skull-stripping of the data and blurring with a 4.5mm FWHM Gaussian kernel. The anatomical MPRAGE and functional images were registered to standard MNI space and segmented into gray matter, white matter, and CSF. The mean PW signal was calculated by averaging and subtracting the label from the control repetitions. A PW timeseries was also generated using the surround subtraction method6.
A dual regression analysis was performed for the functional connectivity analysis7 and implemented in FSL. For this analysis, a template containing seven spatially independent networks derived from a clustering approach, which identified networks of functionally coupled regions using data from 1000 normal subjects, was used8. For each component of interest, the procedure described in Beckman et al.9 was applied. First, the spatial component map was used as a spatial regressor in a general linear model (GLM) and the temporal signal associated with the network was extracted. This signal was then used as a regressor in a second GLM to find the subject-specific spatial maps associated with the template network. The default mode network (DMN) and motor network were selected for further analysis. Group maps were created for each dataset by converting correlations to z-scores and using a one-sample t-test. Maps were thresholded at P<0.01 with a minimum cluster size of 54 voxels (α<0.05). The temporal signal to noise ratio (tSNR) of the PW data was calculated in gray matter by dividing the mean signal by the standard deviation of the signal. Finally, the mean and max z-scores were extracted from the template mask for both networks.
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