Arterial Spin Labeling (ASL) is an attractive option for studies in pediatric populations due to its ability to acquire quantitative cerebral perfusion measurements without ionizing radiation. Brain vascular dynamics in children are different from adults and rapidly changing with age. ASL sequence parameters must therefore be carefully chosen and longitudinal studies must account for normally occurring neurodevelopment. Here we present a multiple-post label delay pseudo-continuous ASL approach to quantifying cerebral blood flow, arterial transit time, and cerebral blood volume in children. We show analysis of the PLD selections with respect to ATT values and test-retest reliability of the CBF measurements.
Eight healthy volunteers (age range 12-21 years, 5 females) were imaged twice three months apart after obtaining consent and in accordance with the institutions local ethics committee.
MRI Acquisition: All subjects were scanned in a 3T MRI scanner with 32-channel receive only head coil (Siemens Healthcare Inc, USA). Perfusion data was acquired using a multi-PLD pCASL sequence3 [single-shot GE-EPI readout; TR = 5130; TE = 12ms, FOV = 220mm2, matrix = 64x64, 20 slices, slice thickness = 5mm; PLDs = 700, 1400, 2100, 2800ms; labeling duration =1500ms]. A high resolution structural T2-weighted image was acquired using a 3D TSE sequence.
Data Analysis: ATT was derived following the approach of Dai et al using the weighted delay function, WD, in Equation (1) and numerical inversion of the WD to ATT relationship4. Quantification of CBF at each delay, $$$f(i)$$$, was then calculated using the ATT values and Equation (2)5. The longitudinal relaxation rate of blood, $$$R1a$$$, was adjusted for age and gender as $$$R1a$$$ (= 2115.6–21.5*age-73.3*sex), where female sex was set to 0 and male was set to 16. CBV maps were obtained according to the relationship in Equation (3)7. Individual maps were coregistered to the structural image and normalized to the MNI 152 template space.
Optimization and Test-Retest: The choice of the PLD times was evaluated using Equation (4), where γ compares the time that image data is acquired against the arrival time of the tagged blood8. Reliability of the CBF measurements was assessed using the intra-class correlation coefficient (ICC)9 in Equation (5), where BMS is the between-targets mean square, EMS is the error mean square, and k =2 is the number of repeated sessions.
Equations:
(1) $$ WD = [ ∑ w(i)·ΔM(i) ] / [ ∑ ΔM(i) ] $$
(2) $$ [ λΔM(i)·R1a ] / [ 2αM0·[ exp( ( min( δ - w(i),0 ) - δ )·R1a ) - exp( -τ + w(i) )·R1a ] ] $$
(3) $$ aCBV = CBF·ATT $$
(4) $$ γ = ATT - (PLD + [ z·slice dt ]) $$
(5) $$[ BMS - EMS ] / [ BMS + (k-1)EMS ] $$
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