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Microstructure and connectivity alterations in a novel mouse model of Alzheimer’s disease
Surendra Maharjan1, Megan Renate Jewett1, Abigail Wallace1, and Nian Wang1,2
1Department of Radiology and Imaging Sciences, Indiana University School of Medicine, Indianapolis, IN, United States, 2Stark Neurosciences Research Institute, Indianapolis, IN, United States

Synopsis

Keywords: Alzheimer's Disease, Alzheimer's Disease, mice

Alzheimer’s disease is a common neurodegenerative dementia. Although disease has no cure, early intervention can help to maintain normal mental function and slow down the progression of the disease. A comprehensive study incorporating diffusion tensor imaging (DTI), diffusion kurtosis imaging (DKI), neurite orientation dispersion and density imaging (NODDI), brain connectivity and fixel-based analysis (FBA) is still lacking. Hence, we aim to apply these methods in a novel SAA mouse model of Alzheimer’s disease. We found there was significant difference in cortex and hippocampus in between control B6 and SAA groups.

INTRODUCTION

Alzheimer’s disease (AD) is a brain disorder affecting more than 35 million people today 1. AD causes degeneration of brain cells and is a common cause of dementia, characterized by a decline in daily activity, memory loss, and other cognitive abilities 2,3. Mouse models are one of the prime research tools for finding new treatments for AD. The dMRI is a powerful non-invasive MR imaging technique to detect microstructural changes in brain tissue that measures diffusion at the molecular level 4. Hence, we apply the diffusion MRI (dMRI) technique to investigate a novel mouse model of AD 4,5.

METHODS

Data acquisition
All animal experiments were carried out in compliance with the local institutional animal care and use committee. Seven AppSAA Knock-in (SAA) and Seven B6 mice brains at the age of 12 months were included in this study. A multi-shot 2D echo planar imaging (EPI) pulse sequence was applied in 18 diffusion directions with b-values 600, 1200, 1800, and 2500 s/mm2 and 4 non-diffusion-weighted (b0) measurements. A T2*-weighted image was also acquired using a gradient echo sequence at 25 µm isotropic resolution.

Data Analysis
The data underwent preprocessing steps, namely denoising 6, Gibb’s artifact removal 7, distortion correction, eddy-current 8, and bias-field correction 9. The preprocessed data were fitted to DTI metrics namely Fractional Anisotropy (FA), Mean Diffusivity (MD), Axial Diffusivity (AD), and Radial Diffusivity (RD) using MRtrix3 10. The data were fitted to the DKI model to determine Kurtosis Fractional Anisotropy (KFA), Mean Kurtosis (MK), Axial Kurtosis (AK), and Radial Kurtosis (RK) using DIPY 11. Similarly, Neurite Density Index (NDI) and Orientation Dispersion Index (ODI) were calculated using the NODDI model 12. Subject FA image was registered to template FA using ANTs registration 13 and the 165 template labels were warped back to subject space for statistical analysis. The p-value was set at a 0.05 level of significance.
Fully automated unsupervised method to obtain 3-tissue response functions, including white matter, gray matter, and CSF 14. Multi-shell Multi-Tissue Constrained Spherical Deconvolution method 15 was used to compute the fiber orientation distribution (FOD). Probabilistic tractography 16 was generated from those FODs and the tracts were filtered such that the streamline densities match the FOD lobe integrals 17. The whole brain connectome was generated using tck2connectome 18 in MRtrix3 with 165 regions of interest (ROIs). These ROIs are the nodes, and their connections are the edges. A variety of brain connectivity measures was calculated using Brain Connectivity Toolbox (BCT) 19, namely clustering coefficient, degree, strength, eigenvector centrality, and local efficiency. The fixel-Based Analysis (FBA) was used to perform fiber-specific statistical analysis. Fixel-based metrics, namely fiber density (FD), fiber-bundle cross-section (FC), and fiber density cross-section (FDC) were calculated. The Family-wise error (FWE) p-value of fixel space was averaged in voxel space and set at p-value < 0.05.

RESULTS

The SAA demonstrated (dark spots) beta-amyloid depositions in T2* weighted image as shown in Figure 1. The volume of the whole cortex was significant at p=0.001, whereas the volume of the hippocampus was not significant at p=0.902. FA was decreased in SAA in the cortex and hippocampus. The cortex and hippocampus of SAA mice demonstrated significant FA at a p-value of 0.0203 and 0.005 respectively as shown in Figure 2.
KFA, MK, and RK demonstrated significance at p-value 0.0049, 0.0008, and 0.0016 respectively. The hippocampus showed significance in KFA, MK, and RK at p-value 0.009, 0.0254, and 0.0042 respectively as shown in Figure 3. The NODDI model was not significant in the hippocampus, whereas few regions of the cortex were statistically significant as illustrated in Figure 3.
The connectivity analysis of the cortex showed clustering coefficient and eigenvector centrality were significant at p-value 0.0405 and 0.0277, whereas degree, strength, and local efficiency were not significant at 0.9254, 0.3196, and 0.833 respectively. The connectome of the hippocampus demonstrated eigenvector centrality was statistically significant at p=0.0053, whereas clustering coefficient, degree, strength, and local efficiency were not statistically significant at p-value 0.2674, 0.8448, 0.0985, and 0.4163 respectively as depicted in Figure 4. Whole brain FBA showed whole cortex and hippocampus were statistically significant at p < 0.05 as shown in Figure 5.

DISCUSSION

FA was reduced in SAA mice, whereas MD, AD, and RD were increased. This implied impaired fiber integrity in Alzheimer’s disease. KFA was decreased and MK, AK, and RK were significantly changed in the SAA. This indicated damaged microstructural integrity. NDI and OD results indicated reduced intracellular contents of axons and dendrites and increased fiber tract dispersion in Alzheimer’s. In the SAA cortex, the nodes were more clustered but less connected to each other in SAA. In the SAA hippocampus, the nodes were less connected to each other in the hippocampus. The mean p-value map over all brain areas at threshold p<0.05 demonstrated FBA was highly sensitive to AD compared to other diffusion algorithms. FBA analysis showed both microstructural fiber density and macroscopic fiber cross-section changes in Alzheimer’s SAA model. Future work will be conducted to correlate these metrics with histology.

CONCLUSION

Diffusion MRI could be used as an imaging biomarker to detect microstructural changes and connectivity alterations in novel AD mouse models. FBA showed high sensitivity to AD.

Acknowledgements

This work was supported by NIH R01NS125020, Indiana Center for Diabetes and Metabolic Diseases Pilot and Feasibility Grant, AD Pre-clinical Translational Grant, and Strategic Research Initiative (SRI) IUH and Indiana University School of Medicine.

References

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Figures

Figure 1 The representative T2*-weighted images of B6 and SAA mice. Hypointensity signal was found in in cortex region (red arrows, beta-amyloid plaques) in SAA.

Figure 2 DTI statistics maps. The statistically significant areas were overlaid over DTI metrics. (FA=Fractional Anisotropy; MD=Mean Diffusivity; AD=Axial Diffusivity and RD=Radial Diffusivity).

Figure 3 DKI and NODDI statistics maps. The statistically significant areas were overlaid over DKI and NODDI metrics. (KFA=Kurtosis Fractional Anisotropy; MK=Mean Kurtosis; AK=Axial Kurtosis, RK=Radial Kurtosis, NDI=Neurite Density Index and ODI=Orientation Dispersion Index).

Figure 4 Bar plots showing mean values of brain connectivity measures namely, (a) clustering coefficient, (b) degree, (c) eigenvector centrality, (d) local efficiency and (e) strength respectively, * statistically significant.

Figure 5 Fixel statistics maps. The statistically significant areas were overlaid over fixel metrics. (FD=Fiber Density; log(FC)=logarithmic Fiber Cross-section and FDC=Fiber Density Cross-section).

Proc. Intl. Soc. Mag. Reson. Med. 31 (2023)
3524
DOI: https://doi.org/10.58530/2023/3524