Quantitative Determination of Pediatric Myelination Using Fast Bound-Pool Fraction Imaging
Hunter R Underhill1,2 and Gary Hedlund2

1Pediatrics, University of Utah, Salt Lake City, UT, United States, 2Radiology, University of Utah, Salt Lake City, UT, United States

Synopsis

Fast bound-pool fraction imaging (FBFI) is a quantitative MRI technique validated with histology to measure whole-brain, voxel-based myelin density. In this study, FBFI was translated to a whole-body 3T clinical scanner using only standard preset sequences without modifications to measure myelin density in the developing pediatric brain via a time-efficient methodology (<7 min). We found that FBFI effectively quantifies myelin density during normal development. Progressive myelination identified in the posterior white matter corresponded strongly to a bounded exponential growth curve. Quantification of myelin density with FBFI in pediatric patients may improve detection of delayed or altered myelination.

Introduction

Development of the human brain is incomplete at birth. During the first six years of life, the axonal pathways are progressively enveloped by a dense myelin sheath (i.e. myelination) to complete neuronal connectivity.1 Abnormal and disrupted myelination is attributable to a variety of genetic disorders and neurologic conditions. The current clinical standard for determining myelin age and integrity is qualitative comparison of MR images to a reference atlas.2 Quantitative MRI techniques to objectively evaluate myelin may improve detection of delayed myelination and provide a definitive characterization of disease effects on white matter.

Cross-relaxation imaging (CRI) is a quantitative MRI technique that captures the change in magnetization of water protons (free pool) induced by the transfer of magnetization from semi-solid macromolecular protons (bound pool).3-8 Fast bound-pool fraction imaging (FBFI) was derived from CRI to provide voxel-based quantification of the bound-pool fraction, f, throughout the brain.9 FBFI has been validated with histology to measure myelin density and disease-associated changes in an animal model of glioma.9 Subsequently, FBFI was used to measure age-related degradation of white matter in adult patients with Fabry disease, a lysosomal storage disorder associated with stroke.10 However, integration of specialized pulse sequences (e.g. B1 mapping techniques, MT pulse modification) and overall scan time, particularly in pediatric patients, remain barriers to clinical applications. In this study, we sought to translate FBFI to a clinical scanner without system modifications for the time-efficient direct measurement of myelin density in the healthy pediatric brain.

Methods/Results

To correct for field heterogeneity at 3T, B0 and B1 maps are routinely obtained during determination of the bound-pool fraction.10,11 However, sequences for acquisition of whole-brain B0 and B1 maps are not available on clinical scanners and implementation through research key access increases scan time. Previously acquired data11 from adults with Fabry disease and age/gender matched controls were utilized to characterize error in the absence of correcting for B0 and B1 heterogeneity. Effects of B0-field heterogeneity were negligible (<1%) on determination of f (Figure 1). B1-field heterogeneity had a larger effect, but remained small (<5%) and tended to systematically alter measurements based on anatomic location (Figure 1). This finding suggests accuracy more so than precision is a consequence of errors associated with B1 heterogeneity, which enables comparison of specific anatomic structures within (i.e. serial studies) and between patients imaged on the same scanner.

Inability to optimize MT pulse delivery timing parameters on clinical scanners lengthens TR in pediatric patients due to SAR limitations. To evaluate feasibility of measuring f utilizing the matrix model of pulsed magnetization transfer12 on a 3T whole-body pediatric clinical scanner (GE HD, Milwaukee, WI) an agarose-based phantom was constructed. A single Z-spectroscopic data point utilizing the maximum allowed offset frequency (∆=1.6kHz; duration 14ms) was acquired with a 3D SPGR sequence (TE=6ms, α=10°). Z-spectroscopic images were acquired with TR=50 and 90ms, representing the shortest allowable TRs for a 45 kg adult and 2 kg infant, respectively, using the preset MT pulse parameters. A complementary R1 map necessary for parameter fitting was obtained using the variable flip angle (VFA) method with a 3D SPGR sequence (TR/TE = 22/6 ms, α=4, 10, and 30°). A synthetic reference image for normalization of Z-spectroscopic data was derived as previously described7 from:

$$$S_{\alpha}=PD\frac{1-e^{-R_{1}TR}}{1-cos\alpha e^{-R_{1}TR}}sin\alpha$$$

The MT ratio was higher for TR=50ms compared to TR=90ms in the 2% agarose gel (23.4% vs. 21.1%, respectively), but similar in the 1% agarose gel (13.7% vs. 13.8%, respectively). Measurements of f were comparable between TRs and both were able to effectively discriminate differences in agarose concentrations (Figure 2). This finding indicates that although the longer TR increases scan time, it does not compromise measurement of f.

Subsequently, a time-efficient protocol was developed for capturing f in the pediatric brain utilizing a single Z-spectroscopic data point (∆ = 1.6 kHz; duration 14 ms; TR/TE=90/6ms) and a complementary R1 map as described above (Figure 3). Pediatric patients (ages 2 months – 7 years) receiving a clinical brain MRI for headaches or seizures were recruited for the study. All images were acquired with FOV=22×22cm2, matrix=128×128, acquisition resolution of 0.86×0.86mm2, and 28 slices (slice thickness of 2.5mm). Total scan time was <7 minutes. Evidence of progressive myelination with age was present on f maps (Figure 4). Age-progressive myelination in the posterior white matter corresponded strongly to a bounded exponential growth curve (Figure 5).

Conclusions

Adaptation of FBFI to clinical scanners for measuring myelin density (i.e. f) is feasible without software modifications or upgrades. Quantification of myelin density with FBFI in pediatric patients may improve detection of delayed or altered myelination.

Acknowledgements

None.

References

1. Martin E, Kikinis R, Zuerrer M, et al. Developmental stages of human brain: an MR study. J Comput Assist Tomogr 1988;12:917-22.

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9. Underhill HR, Rostomily RC, Mikheev AM, et al. Fast bound pool fraction imaging of the in vivo rat brain: Association with myelin content and validation in the C6 glioma model. NeuroImage 2011;54:2052-65.

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11. Underhill HR, Golden-Grant K, Garrett LT, et al. Detecting the effects of Fabry disease in the adult human brain with diffusion tensor imaging and fast bound-pool fraction imaging. J Magn Reson Imaging 2015 [Epub ahead of print].

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Figures

Figure 1. Anatomic heat maps of percent error in myelin density maps from all participants without correction for either B0 or B1, and without correction for both B0 and B1. Field heterogeneity tended to systematically affect f within each anatomic location similarly in healthy and diseased tissue.

Figure 2. Parametric maps of an agarose phantom (1%, top row; and 2%, bottom row). Mean values associated with each ROI (dashed circles) are indicated. There was minimal difference in R1 values. The bound-pool fraction was consistent across TRs and detected differences in agarose concentration.

Figure 3. Construction of f maps. VFA data points are used to generate R1 and PD maps (A). R1 and PD maps are used to synthesize (B) a reference image (S0) to normalize the Z-spectra data point (Δ=1.6kHz). Z-spectra data and the R1 map determine f (C1 and C2).

Figure 4. Bound-pool fraction maps (f maps) from different pediatric patients. Color images correspond to white boxes that surround the posterior white matter. Note the progressive increase in myelin density with age. Also note the early appearance of myelination in the posterior limb of the internal capsule (white arrow).

Figure 5. Data points (blue circles) are from ROIs within the posterior white matter. The dashed line is a fitted curve using the presented equation that describes a bounded exponential growth curve. Note the rapid progress in myelination that slows at about 4 years of age.



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