Nicholas Vidas-Guscic1, Johan Van Audekerke1, Ben Jeurissen2, Jasmien Orije1, Tamara Vasilkovska1, Dorian Pustina3, Haiying Tang3, Roger Cachope3, Longbin Liu3, Mette Skinbjerg3, Celia Dominguez3, Ignacio Munoz-Sanjuan3, Annemie Van der Linden1, and Marleen Verhoye1
1Bio-Imaging Lab, university of Antwerp, Antwerp, Belgium, 2Vision Lab, university of Antwerp, Antwerp, Belgium, 3CHDI foundation, Princeton, NJ, United States
Synopsis
Huntington’s
disease (HD) is a debilitating neurodegenerative disease that affects the motor
and cognitive abilities of patients. Diffusion-weighted imaging is often used
in clinical evaluation of neurodegenerative disorders and recently a fixel-based
analysis method was developed to analyse diffusion data. We implemented a multi-shell
diffusion weighted acquisition and analysis in the zQ175 HD model. The results of the whole-brain and region-based diffusion tensor, diffusion
kurtosis and fixel-based analysis indicate the presence of micro- and macrostructural
differences in the zQ175 HD model in overall white matter fibers that can be
attributed to significant changes in many fiber populations throughout the
brain.
Introduction
Huntington’s disease is a progressive genetic neurological disease that affects the motor and cognitive abilities of patients.1 Even though it is possible to test from birth whether a patient will develop HD, biomarkers are still crucial to distinguish different stages of the disease and to test potential HD treatments. Diffusion MRI and the commonly applied diffusion tensor imaging (DTI) analysis have already demonstrated the presence of structural deficits in human HD patients and animal models compared to healthy controls.2 Recently, a novel method of analyzing diffusion MRI data has been proposed which is the Fixel Based Analysis (FBA).3 This method uses constrained spherical deconvolution4 to extract different fiber orientations, and generate multiple fiber elements (fixels, fig 1), which contain detailed information on the macrostructure (fiber cross-section) and microstructure (density) of fiber tracts. In this study, we investigated (1) whether structural changes occur in the brain of zQ175 HD mice and (2) whether FBA could provide a more sensitive biomarker than the commonly used DTI/DKI analysis.Methods
Nine
heterozygous zQ175 HD mice and nine healthy control littermates were
investigated at 11 months of age (moderate manifest stage) using multi-shell diffusion
MRI. Animals were anesthetized with 1-2% isoflurane in a mixture of N2
and O2 during handling and image acquisition. Temperature and
breathing rate were monitored and maintained at (37.0 ± 0.1) oC and
90-120 breaths per minute by adjusting the concentration of isoflurane.
Diffusion imaging was performed on a 7T Pharmascan 70/16 USR horizontal MR system (Bruker, Germany) using a multi-shell
(b= 700, 1200 and 2800 s/mm2; δ= 4ms, Δ= 12ms) two-shot spin
echo EPI sequence with 60 unique diffusion directions across each shell (TE/TR=
23/7000ms). Per scan, 3 b0 images were acquired. Each scan contained
16 slices (400mm slice thickness)
with an in-plane resolution of (200x200)mm2 and a
matrix size of [108x100]. Images were pre-processed using Gibbs ringing correction and
denoising (MRtrix3.0),4 motion- and distortion correction (FSL6.0), and bias-field
correction (ANTs). Voxel-level modelling was performed using multi-tissue constrained spherical deconvolution5 as available in MRtrix3.0. A multi-channel study-specific population template of the WM and GM compartment was built using iterative nonlinear registration.6,7 Data was statistically compared in Mrtrix3.0
using a fixel-wise two sample t-test. A similar processing pipeline was used
before fitting the diffusion data to the DKI model, from which diffusion metrics
(FA, MD, RD, AD) and kurtosis metrics (MK, RK, AK) were extracted. A voxel-wise
two sample t-test was performed on the diffusion/kurtosis maps using FSL6.0
randomise,8 which performs nonparametric permutation
testing. All data reported are statistically significant for PFWE<0.05.
Regions of interest were delineated based on the outcome of the FBA, from which
mean values for each metric were extracted and statistically compared using an
unpaired t-test, followed by False Discovery Rate correction to correct for
false positives. Results
Both
diffusion tensor metrics and Fixel-based analysis reveal significant structural
differences at a manifest stage of HD in the zQ175 mouse model (fig 2&3b). No
significant differences could be found in the diffusion kurtosis metrics (fig
3b). While DTI analysis was able to pick up significant differences between
Heterozygous animals and healthy littermates, these differences were spatially
less extensive than those observed in the FBA. As expected from a
neurodegenerative disease, most significant differences were caused by a
decrease of fiber density and cross-section in zQ175 HET animals. Fiber-density,
a measure of fiber bundle axon density, is significantly lower in zQ175 HET
animals in periaqueductal gray (p<0.001). Fiber cross-section, a measure of
fiber bundle diameter, shows the most extensive differences (fig 2,3b). zQ175
HET animals have significantly reduced fiber cross-sections in the cerebellum
related fiber tracts (cerebellar peduncles, inferior colliculus, p<0.001),
medial forebrain bundles (fimbria, p=0.001) and lateral forebrain bundle system
(corpus callosum, external capsule, p<0.006). The combination metric, the
fiber density x cross-section, was lower in zQ175 HET animals in the cerebellar
peduncles, periaqueductal gray (p<0.001) and medial forebrain bundle system
(fimbria, p<0.001) (fig 3b). zQ175 HET animals have lower FA in overall white
matter (p=0.003), the corpus callosum (p=0.005) and the periaqueductal gray
(p<0.001). RD is significantly reduced in caudate putamen and AD is lower in
the periaqueductal gray (fig 3b).Discussion & Conclusion
This study reports the first ever diffusion investigation of the
zQ175 model. We have shown widespread structural differences in the zQ175
model. These regions include structures of the medial and lateral forebrain
bundles that have previously been linked to HD2, such as the
corpus callosum and the cerebellar peduncles. The corpus callosum is frequently
reported to be affected in HD2, which were
picked up with the FC metric in the FBA. This finding in combination with the
extend of the differences suggest that FBA could be a more precise modeling
approach than the commonly used DTI. Possible explanations for these structural
deficits could be changes in myelination of axons or differences in the number/volume
of axons that are present in these bundles. Further longitudinal investigation
is on-going with a larger sample size to elucidate the progression of these
differences, starting from an early timepoint. Histological validation of data
will be performed to elucidate the mechanism(s) responsible for these
structural deficits. Acknowledgements
This research was supported by the CHDI Foundation, Inc.References
1. Bates, G. P. et al.
Huntington disease. Nat. Rev. Dis. Prim. 1, 1–21 (2015).
2. Estevez-Fraga, C.,
Scahill, R., Rees, G., Tabrizi, S. J. & Gregory, S. Diffusion imaging in
Huntington’s disease: comprehensive review. J. Neurol. Neurosurg. Psychiatry 92, 62-69 (2020)
3. Raffelt,
D. A. et al. Investigating white
matter fibre density and morphology using fixel-based analysis. Neuroimage
144, 58–73 (2017).
4. Tournier, J. D. et al. MRtrix3: A fast, flexible and open software framework for medical image processing and visualisation. Neuroimage 202, 116137 (2019).5.
5. Jeurissen, B., Tournier, J. D., Dhollander, T., Connelly, A. & Sijbers, J. Multi-tissue constrained spherical deconvolution for improved analysis of multi-shell diffusion MRI data. Neuroimage 103, 411-426 (2014)
6. Raffelt, D., Tournier, J. D., Fripp, J., Crozier, S., Connelly, A. & Salvado O. Symmetric diffeomorphic registration of fibre orientation distributions. Neuroimage 56, 1171-1180 (2011)
7. Pietsch, M. et al. A framework for multi-component analysis of diffusion MRI data over the neonatal period. Neuroimage 186, 321-3377 (2019)
8. Winkler, A. M., Ridgway,
G. R., Webster, M. A., Smith, S. M. & Nichols, T. E. Permutation inference
for the general linear model. Neuroimage 92, 381–397 (2014).