Modeling Resting Cerebral Perfusion from BOLD Signal Dynamics During Hyperoxia
M. Ethan MacDonald1, Avery J.L. Berman1,2, Erin L. Mazerolle1, Rebecca J. Williams1, and G. Bruce Pike1

1Departments of Radiology & Clinical Neurosciences, University of Calgary, Hotchkiss Brain Institute, Seaman Family MR Research Centre, Foothills Medical Centre, Calgary, AB, Canada, 2Montreal Neurological Institute, Montreal, QC, Canada

Synopsis

In this work we demonstrate the use of BOLD-fMRI during hyperoxia to obtain perfusion parameters, including CBF, CBV, and MTT. During BOLD imaging, subjects breathing from a respiratory circuit inhaled air whose oxygen content was increased from 21% to 70%. The exhaled oxygen concentration was processed to obtain an arterial input function, and the concentration of bound oxygen in the venous blood was determined by modeling the BOLD time series. Through deconvolution modeling we were able to obtain measurements of CBF, venous CBV, and MTT within expected ranges.

Purpose

Perfusion measurements can be obtained by modeling the dynamic passage of a bolus through the cerebral vasculature. Traditionally, this is done by using an injected contrast agent and rapid imaging, then modeling the time courses of the concentration functions.1 A system response is determined by deconvolution, which is performed between the time courses in the tissue and a time course selected as an input (arterial input function, AIF). In this work, instead of an injected contrast agent, we use a block hyperoxia stimulus. The extra oxygen arrives in the arteries dissolved in the plasma, which is used first for metabolic demand, leaving more oxygen bound to the hemoglobin, thus reducing the concentration of deoxygenated hemoglobin on the venous side and increasing T2*-weighted signals. We hypothesized that modeling the dynamic concentration of bound venous oxygen through the brain using blood oxygenation level dependent (BOLD) imaging could give us physiologically accurate perfusion values of cerebral blood flow (CBF), the venous component of the cerebral blood volume (CBVV) and mean transit time through the venous component (MTTV).

Methods

Imaging was performed on a 3T MR scanner (Discovery 750, GE Healthcare) equipped with a 12-channel neurovascular coil. Five healthy participants were recruited for this IRB approved study. A respiratory circuit was used with a non-rebreathing facemask to manipulate the oxygen content of air inhaled by the subjects during imaging. The end-tidal partial pressures of oxygen (PETO2) and carbon dioxide were measured during imaging (BIOPAC Inc.). BOLD imaging was performed to rapidly image the relative increase in bound venous oxygen. The sequence had parameters of TR/TE/α of 2000 ms/30 ms/80° and an acquisition matrix of 64×64×43 over a field of view of 224 mm x 224 mm x 150.5 mm. This provided whole brain coverage with an isotropic spatial resolution of 3.5 mm. Hyperoxia was achieved with 70% oxygen, balance medical air. Several block designs were tested: the first subject was stimulated with 3-2-1 minute blocks of normoxia-hyperoxia-normoxia, the next three subjects had two stimulus blocks of two minutes of hyperoxia (3-2-3-2-3 minute sequence), and the final subject had a single longer stimulus block (3-5-5 minutes). The PETO2 values were used as a surrogate measurement of the concentration of oxygen in the arterial blood ($$$PaO_2$$$), $$CaO_2(t)=\phi[Hb]SaO_2+\epsilon PaO_2$$where $$$\phi$$$, $$$[Hb]$$$, and $$$\epsilon$$$ are 1.34 mlO2gHb-1, 15 gHbdLBlood-1, and 0.0031 mlO2dLBlood-1mmHg-1, respectively. The Severinghaus equation was used to find saturated oxygen ($$$SaO_2$$$) from $$$PaO_2$$$.2 BOLD image preprocessing steps included motion correction, spatial smoothing with a 5-mm kernel, and drift correction. PETO2 values and BOLD signals were independently fit with the model shown in Figure 1, where the increased oxygen concentration is modeled with a single-exponential response. The concentration of bound oxygen in the venous blood was found using the Davis equation.3 The CBVV measurement was found using a method described by Blockley et al.,4 and the CBF was determined by deconvolving the fitted tissue concentration function from the AIF. MTTV was found as MTTV=CBVV/CBF. Gray matter (GM) and white matter (WM) ROIs were selected by registering the ICBM atlas to the subjects and excluding voxels with poor quality of fit (R2<0.4).

Results

Figure 2 shows example fits to the end-tidal oxygen and a representative BOLD signal from GM. Figure 3 contains several maps obtained from the subject with the 3-5-5 block design. R-squared maps provide the quality of the fit of the BOLD signals to the model in Figure 1. Good contrast between GM and WM was observed. Measurements of CBVV, CBF, and MTTV in gray matter were found to be 1.83 ± 0.51 ml 100 g-1, 58.92 ± 4.16 ml 100 g-1min-1, and 5.17 ± 1.04 s averaged over the five subjects, and in white matter they were found to be 1.31 ± 0.34 ml 100 g-1, 23.62 ± 2.97 ml 100 g-1min-1, and 9.22 ± 2.00 s.

Discussion

The venous component of CBV is typically found to be between 40% and 50% of the total CBV, which is in the range of 2-6 ml 100 g-1, so the values estimated here are within the range expected.1,5,6 The effect of hyperoxia on BOLD signal is much smaller than that created by a contrast agent; hyperoxia causes signal changes of 1-3% while contrast agents can create a signal attenuation of 70% or more in dynamic susceptibility contrast MRI. Nonetheless, estimating CBV from hyperoxia has been presented previously.4 The novelty of this work is the calculation of CBF from the dynamic oxygen passage. To conclude, we were able to obtain physiologically reasonable perfusion measurements using a dynamic oxygen passage experiment.

Acknowledgements

The authors would like to thank the University of Calgary and Alberta Health Services for providing resources for these experiments. Financial contributions from the Canadian Institutes for Health Research (CIHR) and the Campus Alberta Innovation Program (CAIP) should also be recognized. MEM holds a Post-Doctoral Fellowship from the Natural Science and Engineering Research Council (NSERC) Collaborative Research and Training Experience Program (CREATE) program. AJLB holds a PhD scholarship from CIHR. ELM holds fellowships through the Alberta Innovates Health Solutions and NSERC. RJW also holds a Post-Doctoral Fellowship from the NSERC-CREATE program. GBP is the Campus Alberta Innovation Program (CAIP) Chair of healthy brain aging.

References

1. MacDonald ME, Frayne R. Cerebrovascular MRI: a review of state-of-the-art approaches, methods and techniques. NMR Biomed. 2015;28:767-791

2. Severinghaus JW. Simple, accurate equations for human blood O2 dissociation computations. J. Appl. Physiol. 1979;46:599-602

3. Davis TL, Kwong KK, Weisskoff RM, Rosen BR. Calibrated functional MRI: Mapping the dynamics of oxidative metabolism. Proceedings of the National Academy of Sciences. 1998;95:1834-1839

4. Blockley NP, Griffeth VEM, Germuska MA, Bulte DP, Buxton RB. An analysis of the use of hyperoxia for measuring venous cerebral blood volume: Comparison of the existing method with a new analysis approach. Neuroimage. 2013;72:33-40

5. Calamante F, Gadian DG, Connelly A. Quantification of Perfusion Using Bolus Tracking Magnetic Resonance Imaging in Stroke: Assumptions, Limitations, and Potential Implications for Clinical Use. Stroke. 2002;33:1146-1151

6. Bulte DP, Kelly M, Germuska M, Xie J, Chappell MA, Okell TW, et al. Quantitative measurement of cerebral physiology using respiratory-calibrated MRI. Neuroimage. 2012;60:582-591

Figures

Figure 1: Model used to fit to end-tidal and BOLD signals. This model uses the 3-5-5 block design (3 minutes normoxia, 5 minutes hyperoxia, 5 minutes normoxia). The model has an exponential response between states. There are 4 parameters in the model, baseline, plateau, uptake and decay time constants.

Figure 2: Example fits to the end tidal oxygen and to a BOLD signal from a single voxel in GM. The black lines show the fits. The fit in the upper graph is used for the AIF and the fit in the lower graph is used for the tissue response.

Figure 3: Quality of fit, and perfusion maps. Data of a signal slice in the subject with the 3-5-5 block design. Representative of the group.



Proc. Intl. Soc. Mag. Reson. Med. 24 (2016)
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