Anna V Naumova1,2, Andrey E Akulov3, Alexandr V Romashchenko 3, Oleg B Shevelev 3, Marina Yu Khodanovich 2, and Vasily L Yarnykh 1,2
1Radiology, University of Washington, Seattle, WA, United States, 2National Research Tomsk State University, Tomsk, Russian Federation, 3Institute of Cytology and Genetics, Novosibirsk, Russian Federation
Synopsis
This study provides methodological
background for neuroimaging applications of fast 3D MPF mapping in ultra-high
magnetic fields and demonstrates that MPF presents the most effective source of
high-field brain tissue contrast. Unique contrast features, high spatial
resolution, and the capability to provide quantitative information about
myelination make MPF mapping an ultimate tool for small animal neuroimaging in
high magnetic fields.Purpose
T
1-weighted imaging in ultra-high
magnetic field suffers from the convergence of T
1 relaxation times
with an increase of field strength
1,
which makes difficult or even impossible generation of sufficient positive contrast between white
(WM) and gray matter (GM) for structural neuroanatomical applications. Macromolecular
proton fraction (MPF) mapping
2,3
is a method potentially capable to mitigate this problem due to strong
myelin-based WM-GM contrast
4-6
and independence of this parameter of magnetic field strength. MPF is a key
parameter of the two-pool model of magnetization transfer (MT) defined as a
relative amount of immobile macromolecular protons involved into magnetization
exchange with water protons
7.
A recent time-efficient single-point 3D MPF mapping method
3 allows reconstruction of MPF maps from three source
images with high spatial resolution and excellent tissue contrast. However,
this approach is based on constraining certain two-pool model parameters and
their combinations, which are field-dependent and need to be determined for specific
field strength. The objective of this study was to adopt fast 3D MPF mapping as
anatomical and quantitative neuroimaging modality for small animal applications
in ultra-high magnetic fields based on the characterization of the two-pool
model parameters in brain tissues.
Methods
Image Acquisition. Four adult male Wistar rats were imaged
under isoflurane anesthesia on a 11.7T animal MRI scanner (Bruker BioSpec, Germany).
Brain Z-spectroscopic images were obtained using a 3D MT-prepared spoiled
gradient echo (GRE) sequence with TR/TE=25/2.7 ms and excitation flip angle α=9°.
For off-resonance saturation Gaussian pulse was used with duration 10 ms, 12
offset frequencies (Δ) in a range 0.75-48 kHz and 3 effective flip angles FAMT
= 500, 1000, and 1500º. Complementary R1=1/T1 maps were
obtained using the variable flip angle (VFA) method with a 3D GRE sequence
(TR/TE=25/2.7 ms, α=3, 12, 20, 25, 30°). All images were acquired with resolution
of 200x200x400 µm3 and whole-brain coverage. Scan time for each
Z-spectral and VFA data point was 1 min 41 s. To correct for field
heterogeneities, 3D B0 and B1 maps were acquired using
the dual-TE8 and AFI9 methods, respectively. Additionally,
2D T2 mapping was performed using multiple spin-echo sequence with
TR=5 s and 16 echoes with 10 ms echo spacing. To demonstrate the feasibility of
high-resolution whole-brain MPF mapping, 3D MPF maps were obtained from three
source images (MT-,
PD-, and T1-weighted) with isotropic 170 µm resolution using the
single-point method with the synthetic reference image3.
Image Reconstruction and Analysis. To comprehensively characterize
tissue contrast, the following parametric maps were compared: MPF, k, T2F,
and T2B maps obtained by fitting Z-spectroscopic data to
the pulsed MT model2;
MPF map reconstructed using the single-point method with synthetic reference
image3 from a data point
with Δ= 5 kHz and FAMT = 500º; maps of combinations of the two-pool
model parameters used as constraints in the single-point MPF reconstruction
algorithm, R=k(1-MPF)/MPF and R1T2F 2;
R1 and proton-density (PD) maps reconstructed from VFA images; and
T2 and PD maps reconstructed from multi-echo images. Parameter measurements
were performed in regions-of-interest (ROIs) for a series of WM and GM
structures. These data were used to determine parameter constraints in the
algorithm2, compare MPF
obtained from Z-spectra fit and single-point reconstruction, and compare WM-GM
contrast between parameters.
Results
Example experimental and fitted Z-spectra from
ROIs corresponding to the corpus callosum and cortex are presented in Figure 1.
Parameter constraints for the single-point algorithm were determined as
follows: R = 23 s
-1, R
1T
2F = 0.013,
and T
2B =10 µs. There was an excellent agreement between MPF
maps reconstructed from Z-spectra fit and single-point synthetic reference
method (Figure 2). MPF values obtained with both methods correlated with r=0.99
and no significant bias (Figure 3). MPF showed notably superior tissue contrast
compared to other parametric maps, as indicated by percentage differences
between WM and GM (Figure 4). Illustration of the rat brain anatomy on a
high-resolution 3D MPF map is presented in Figure 5.
Discussion
and Conclusion
This study demonstrates the first application of fast 3D MPF
mapping for high-resolution quantitative neuroimaging in ultra-high magnetic
fields and indicates that MPF provides the most effective source of brain
tissue contrast. MPF values in WM and GM structures at 11.7T (Figure 3) were
similar to those at lower field strengths
4-6,
thus confirming field independence of MPF. Among constrained parameter
combinations, only the product R
1T
2F exhibited
apparent field dependence, being about two-fold smaller compared to 3T
2. Unique contrast features,
high spatial resolution, and quantitative information about myelination make
MPF mapping an ultimate tool for neuroimaging in high magnetic fields.
Acknowledgements
Russian Science Foundation (project
#14-45-00040), NIH grant R21EB016135, National MS Society grant RG4864A1.References
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