Reduced cerebral metabolic activity is observed with increased vascular disease risk factors like hyperlipidemia, hypertension, obesity, diabetes, and heart disease. High resolution MR techniques are used to measure and characterize capillary water flux and water permeability surface product as potential surrogates of brain metabolic activity.
Decreased cerebral metabolism resulting from vascular disease risk factors could substantially increase the risk of neurodegeneration in MS.1,2 Capillary water flux can be measured using high-resolution MR techniques3 and is driven by local metabolic activity through endothelial membrane proteins such as Na+/K+- ATPase.4 Therefore, the capillary water flux and water permeability surface product (P Methods:S) are potential surrogates of brain metabolic activity. The goal of this study was to assess capillary water flux in individuals with multiple sclerosis (MS) with and without vascular disease risk factors, VDRF+, VDRF-, respectively
Fifty MS subjects underwent dynamic contrast enhanced imaging with a 7T MRI instrument (Siemens Healthineers). Individuals with MS were divided into two groups; VDRF+, and VDRF-. The VDRF+ group included individuals with one or more of the following conditions hyperlipidemia, hypertension, obesity, diabetes, and heart disease. A T1-weighted 3D-spoiled gradient echo sequence with whole-brain coverage (TR/TE/FA: 2.7ms/1.2ms/6°, 44 axial slices, 5 mm slice thickness, 3.6 s temporal resolution, 80 volumes) was obtained. Two gadoteridol (ProHance; Bracco, Cranberry, NJ) administrations, the first with 0.0143 mmol/kg, and the second (8 minutes after the first) with a 0.0286 mmol/kg dose each were injected at 2 mL/s and followed by a 20 mL saline flush. R1 maps were calculated on a voxel-wise basis. The bilateral thalami were segmented with FLIRT using bias-corrected T1-w MPRAGE scans as an input (Figure 1).4 Mean blood volume fraction (vb) and equilibrium water extravasation rate constant (kpo) values within the thalami were determined by non-linear modeling with the following equation3 using MATLAB (MathWorks, Inc., Natick, MA) (Figure 2):
R1t(t) = (1/2){ [R1b(t) + R1e + kpo + kpo pb/(1-pb)] - [(R1e - R1b(t) - kpo + kpo pb/(1-pb))2 + 2(kpo)2 pb/(1-pb)]1/2}
where pb is the mole fraction of tissue water in blood (vb=pb·fw, fw is the tissue volume fraction accessible to mobile aqueous solutes), R1t(t) is the tissue R1, R1b(t) is the R1 of blood, time-dependent due to differential plasma concentration of gadoteridol, and was measured from the R1 map in the sagittal sinus. PwS was calculated as the product of vb and kpo.
Funding: VA Merit 1I01RX001636-01A1; Conrad N Hilton Innovation Fund; NIH OD018224; NMSS FG-16-7-25259