5265

The Role of Microvascular Blood Motion in BOLD fMRI
Kenneth Wengler1, Andrea He2, Hoi-Chung Leung3, Xiang He4, and Chuan Huang1,4,5

1Department of Biomedical Engineering, Stony Brook University, Stony Brook, NY, United States, 2Syosset High School, Syosset, NY, United States, 3Department of Psychology, Stony Brook University, Stony Brook, NY, United States, 4Department of Radiology, Stony Brook University, Stony Brook, NY, United States, 5Department of Psychiatry, Stony Brook University, Stony Brook, NY, United States

Synopsis

While the existing BOLD signal model often use a single-compartmental, empirical relationship among fMRI response, blood flow and neural metabolic demand, some model parameters can only be determined from calibration challenges. In this study, for the first time, the role of intravascular blood motion on BOLD response is evaluated by Monte-Carlo simulation. Combined with an analytical description of extravascular contribution, a unified BOLD signal model without the need for calibration can be established, enabling the quantification of neurovascular coupling efficiency in both goal directed and spontaneous neuronal activations.

Purpose

Neurovascular coupling forms the basis of functional MRI and resting-state functional connectivity MRI (rs-fcMRI). Balloon model and its variations adopted a single-compartmental, empirical relationship among BOLD response, blood flow and neural metabolic demand [1]. However, the calibrated empirical model parameters are still under debate, and may not be applicable in the resting-state[2]. While extravascular contribution has been analytically described [3], intravascular contribution has been formulated under stationary assumption [4]. However, the bulk motion of intravascular blood during image acquisition can lead to MRI signal phase averaging, thus reducing “powder” attenuation. In this study, the role of blood motion in BOLD contrast will be numerically investigated. The objective is to establish a unified, analytical BOLD signal model that can be readily applied in both fMRI and rs-fcMRI studies to non-invasively quantify neurovascular coupling efficiency.

Methods

The mean straight capillary segment length in brain is 10-20µm (blood velocity of 0.5 to 1.0 µm/ms) [5]. Post-capillary venules have mean straight segments length between 50 to 200µm depending on the branching order (mean velocity between 2 to 10 µm/ms) [6]. Hence, during TE of 30-40ms, blood spin may traverse multiple vessel segments with different resonance frequency, leading to reduced phase dispersion thus reduced signal attenuation. A simulated brain microvasculature model was created. The mean length of straight vessel segments was chosen as 40±20 µm (length for first-generation post-capillary branching). Meanwhile, the blood velocity (v) was varied from 1.0µm/ms to 20.0µm/ms, and the blood oxygenation level (Y) was varied between 20% and 90%. For each variation of velocity and blood oxygenation, 1000 microvascular models, each with 200 vessel segments, were generated for statistical significance. Note that the normalized intravascular blood signal only depends on the ratio between vessel segment length and the velocity of blood spin.

Three healthy subjects were recruited for this IRB approved study conducted on Siemens 3T Prisma scanner. Simultaneous ASL and BOLD signal were acquired using double-echo pCASL-BOLD sequence. MR parameters were: labeling time of 1.6 s; post-labeling delay of 1.2 s; voxel size of 3.5 ×3.5×6.0mm3; TR of 4000 ms; TE1 of 11 ms (ASL) and TE2 of 30 ms (BOLD).

Results & Discussions

Fig. 1 shows the normalized intravascular signal at different TE and velocity (Y=60%). The standard “powder” effect (v=0) is significantly attenuated than for v=10 µm/ms. At v=100 µm/ms, signal attenuation becomes negligible since the accumulated spin phase approaches to a non-zero constant and therefore only depends on blood oxygenation. Additional simulations were conducted at TE=30ms (Fig. 2), demonstrating the effect of blood velocity on BOLD contrast. For a typical visual stimulation fMRI study at 3T, a 40% increase of CBF [7], using Grubb’s formula, results in ~25% increase of blood velocity (from 1.0 to 1. 25µm/ms). Assuming a 5% increase of CMRO2 (Y change from 60% to 70%) [7], the normalized intravascular signal will increase from 0.39 to 0.63. Assuming vCBV of 1.7% [8], then the intravascular contribution is:

$$\frac{\Delta S_b}{S_0}=\tt v \it CBV\cdot\left[0.63e^{ -\frac{TE}{R2_b,act}}-0.39e^{- \frac{TE}{T2_b,0}}\right]\times e^{\frac{TE}{R2_GM}}=1.7\% \times\left[0.63e^{- \frac{30}{48}}-0.39e^{ - \frac{30}{31} }\right]\times e^{\frac{30}{60}} \approx 0.53\%$$ , representing ~35% of the total estimated BOLD fMRI changes of 1.5%, consistent with experimental observations [9]. In contrast, if the velocity-induced effect is ignored (v=0), the resultant intravascular BOLD contribution will be only ~0.2%.

Fig. 3 shows a typical simultaneously acquired ASL and BOLD temporal profile in a resting-state fMRI study. The relative brain perfusion fluctuation is ~14%, while the mean BOLD fluctuation is ~0.48%. Three hypotheses for rs-fcMRI were assessed: (a) no blood oxygenation change; (b) constant metabolism; (c) same metabolism change as in goal-directed activation. Hypotheses (a) and (b) create ~0.03% and ~0.81% BOLD fluctuation respectively, inconsistent with experimental observation. For hypothesis (c), a 5% increase on CMRO2 during spontaneous neural activation (Y changes from 60% to 63.5%) will create 0.17% BOLD changes from intravascular origin, and 0.30% from extravascular origin, consistent with the observed 0.48% BOLD fluctuation.

Hence, this study indicates that the spontaneous neural activation in the resting-state requires a similar level of metabolism demand but is accompanied with a significantly lower perfusion increase. This reflects the reduced level of neurovascular coupling efficiency in spontaneous neural activities than in goal-directed neural activation, consistent with the reduced degree of synnchronization of neuronal firing due to the lack of focal attention [10].

Conclusion

In this study, for the first time, the effect of blood velocity was investigated in fMRI and rs-fcMRI studies. Combined with analytical description of extravascular MR signal, a unified analytical BOLD signal model, without the need for calibration, can be derived. This enables the non-invasive quantification of neural vascular coupling efficiency.

Acknowledgements

No acknowledgement found.

References

1. Buxton, R.B., Dynamic models of BOLD contrast. Neuroimage, 2012. 62(2): p. 953-61.

2. Chen, J.J. and G.B. Pike, Global cerebral oxidative metabolism during hypercapnia and hypocapnia in humans: implications for BOLD fMRI. J Cereb Blood Flow Metab, 2010. 30(6): p. 1094-9.

3. Yablonskiy, D.A. and E.M. Haacke, Theory of NMR signal behavior in magnetically inhomogeneous tissues: the static dephasing regime. Magn Reson Med, 1994. 32(6): p. 749-63.

4. Sukstanskii, A.L. and D.A. Yablonskiy, Theory of FID NMR signal dephasing induced by mesoscopic magnetic field inhomogeneities in biological systems. J Magn Reson, 2001. 151(1): p. 107-17.

5. Tata, D.A. and B.J. Anderson, A new method for the investigation of capillary structure. Journal of neuroscience methods, 2002. 113(2): p. 199-206.

6. Lorthois, S., F. Lauwers, and F. Cassot, Tortuosity and other vessel attributes for arterioles and venules of the human cerebral cortex. Microvasc Res, 2014. 91: p. 99-109.

7. Duong, T.Q., Cerebral blood flow and BOLD fMRI responses to hypoxia in awake and anesthetized rats. Brain Res, 2007. 1135(1): p. 186-94.

8. He, X. and D.A. Yablonskiy, Quantitative BOLD: mapping of human cerebral deoxygenated blood volume and oxygen extraction fraction: default state. Magn Reson Med, 2007. 57(1): p. 115-26.

9. Lu, H. and P.C. van Zijl, Experimental measurement of extravascular parenchymal BOLD effects and tissue oxygen extraction fractions using multi-echo VASO fMRI at 1.5 and 3.0 T. Magn Reson Med, 2005. 53(4): p. 808-16.

10. Steinmetz, P.N., et al., Attention modulates synchronized neuronal firing in primate somatosensory cortex. Nature, 2000. 404(6774): p. 187-90.

Figures

Figure 1. Normalized intravascular blood MR signal in 3T (blood T2* decay ignored) at different velocities based on Monte-Carlo simulation. A 60% blood oxygenation level is assumed. MR signal attenuation along TE for v=0 reflects the standard powder effect. Attenuation of intravascular signal is significantly reduced at higher velocity. At velocity of 100 µm/ms, signal decay becomes non-significant.

Figure 2. (A) Dependency of normalized intravascular blood MR signal on blood velocity and oxygenation level. (B) Normalized intravascular MRI signal acquired with TE of 30 ms (Y=60%) at different blood velocity.

Figure 3. A) A subset of selected cortical gray mater region-of-interests (ROI). Each ROI represents a brain region with specific function, where both BOLD and perfusion signal will be averaged within. (B) The typical time course of brain perfusion signal and BOLD signal averaged within a specific ROI.

Proc. Intl. Soc. Mag. Reson. Med. 25 (2017)
5265