Jason Langley1, Daniel E Huddleston2, Evan Oculam3, Stewart Factor2, and Xiaoping Hu1,3
1Center for Advanced Neuroimaging, University of California Riverside, Riverside, CA, United States, 2Neurology, Emory University, Atlanta, GA, United States, 3Bioengineering, University of California Riverside, Riverside, CA, United States
Synopsis
Parkinson’s disease is a progressive, neurodegenerative disorder characterized by asymmetrical
onset of motor symptoms such as bradykinesia, rigidity, and tremor.
The principal
pathology in Parkinson's disease is the loss of melanized dopamine neurons in the substantia
nigra pars compacta (SNpc) with iron deposited alongside this neuronal loss.
Loss of SNpc neurons
should remove barriers for diffusion and increase diffusivity of water
molecules in regions undergoing this loss.
Studies examining Parkinsonian
SNpc microstructural changes using a single tensor model have yielded
conflicting results. Here, we investigate
PD-related microstructural changes in multiple compartment and single tensor
models.
Introduction
Parkinson’s disease (PD)
is a progressive, neurodegenerative disorder characterized by asymmetrical
onset of motor symptoms such as bradykinesia, rigidity, and tremor. The
principal pathology in PD is the loss of melanized dopamine neurons in the substantia
nigra pars compacta (SNpc) with iron deposited alongside this neuronal loss1,2. Loss of SNpc neurons should remove barriers for diffusion and increase
diffusivity of water molecules in regions undergoing this loss. These
microstructural can be measured in vivo
with diffusion MRI and measures sensitive to the degree of restricted diffusion
(fractional anisotropy, FA) and the average (mean diffusivity, MD), axial
(axial diffusivity, AD), or perpendicular (radial diffusivity, RD) rates of
diffusion capture the rate of diffusion.
Studies examining PD-related
SNpc microstructural changes using a single tensor model have yielded
conflicting results3-8. The inconsistency in results from the single tensor
model may be due to the influence iron has on the diffusion signal3. Consistency
has been increased by incorporating more advanced modeling approaches. In
particular, the application of a bi-tensor model has yielded increases in
measures sensitive to free water9-11 or multiple compartment modeling12.
In this abstract, we investigate PD-related microstructural changes in multiple
compartment and single tensor models and explore the relationship between
diffusion and iron-metrics in PD.Methods
A cohort consisting
of 69 subjects (31 control and 38 PD subjects) were scanned in this study. Unified
Parkinson’s Disease Rating Scale Part III were collected on each subject.
Relationships with MRI measures were found individually for each group using
Spearman’s rank correlations. All subjects gave written, informed consent and
demographic data is summarized in Table 1.
Data were acquired on
a 3 T MRI scanner (Prisma Fit, Siemens Medical Solutions, Malvern, PA) using a
64-channel receive only coil. MP-RAGE images (echo time (TE)/repetition time
(TR)/inversion time=3.02/2600/800 ms, flip angle (FA)=8°, voxel
size=0.8×0.8×0.8 mm3) were used for registration from subject space
to common space.
Multi-echo data were
collected with an eight echo 3D gradient recalled echo (GRE) sequence:
TE1/∆TE/TR=4.92/4.92/50 ms, FOV=220×220 mm2, matrix size of
448×336×80, slice thickness=1mm, acceleration factor=2. R2* values
were estimated in MATLAB by fitting a monoexponential model.
Diffusion MRI data
were collected with a single-shot spin-echo, EPI sequence. Monopolar diffusion-weighting
gradients were applied in 98 directions with two b values of 1000 and 2000 s/mm2;
TE/TR=98.2/3230 ms, FOV=210×210 mm2, matrix size=140×140, voxel
size=1.5×1.5×1.5 mm3, multiband factor=4, 92 slices with no gap,
covering the entire brain. Two sets of diffusion-weighted images with
phase-encoding directions of opposite polarity were acquired to correct for
susceptibility distortion13-14. For each diffusion-weighted acquisition, six
images without diffusion weighting (b0 images) were also acquired. DTI data
were corrected for eddy current and susceptibility distortions using eddy in
FSL. Neurite orientation and dispersion density imaging (NODDI) metrics were
calculated in MATLAB using the NODDI toolbox v1.0.1.
Standard space SNpc
regions of interest (ROIs), made from neuromelanin-sensitive images6,
were transformed from standard space to subject space using FSL. Mean R2*,
DTI measures of
mean diffusivity (MD), axial diffusivity (AD), radial diffusivity (RD),
and fractional
anisotropy (FA), as well as NODDI measures of CSF volume fraction (fiso),
also referred to as the free water compartment, were calculated in the SNpc ROI
for each subject.Results
Statistically significant decreases in mean SNpc
MD (p=0.02) and RD (p=0.03) were observed in the PD group relative to the
control group. While trends toward increased SNpc FA (p=0.06) and decreased AD
(p=0.06) were seen in the PD group. The PD group showed increased mean SNpc R2*
(p<10-4) and mean SNpc fiso (p=0.005) as compared to the control
group.
No correlation was seen between mean SNpc R2*
and fiso (r=-0.002;p=0.495). However, strong negative correlations were seen
between mean SNpc R2* and diffusivity (MD: r=-0.344,p=0.027; RD: r=-0.380,p=0.015; AD: r=-0.439,p=0.005), indicating that diffusivity
tends to decrease as R2* increases. An analysis of covariance
(ANCOVA) was performed to remove the influence of R2* and evaluate
PD-related microstructural changes in SNpc. No significant effects were
observed in the ANCOVA analysis for AD (p=0.952), RD (p=0.289), or MD
(p=0.544).Discussion
The free water compartment in SNpc was found to
increase in PD and this result agrees with earlier work9-12. Increases in
the free water compartment are generally interpreted as a reduction of of SNpc
neuronal density11 and we would expect there to be a corresponding increase
in diffusivity. Paradoxically, measures related to diffusivity were found to
decrease in SNpc of PD patients and this diffusivity decrease has been observed
in an earlier study using SNpc ROIs derived from neuromelanin-sensitive MRI6.
The reduction in
diffusivity may be due to the influence of iron. In particular, iron-related
measures were found to correlate negatively with diffusivity. Similar correlations have
been seen in the striatum15-16 and deposits of iron create local magnetic
field gradients, which produce cross terms affecting monopolar diffusion
encoding gradients and reduce the apparent diffusion coefficient17-18. Thus,
the conflicting results seen with the single tensor model3-8 may be attributed
to two competing influences: a reduction
in neuronal density, which tends to drive up diffusivity, and iron, which tends
to drive diffusivity down. Future studies will need to account for the
influence of iron when examining PD-related changes in SNpc microstructure.Acknowledgements
This work received support from the Michael J.
Fox Foundation (MJF 10854)
as well as from NIH-NINDS
1K23NS105944-01A1.References
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