Traditional Posters: Diffusion & Perfusion - ismrm
Traditional Posters: Diffusion & Perfusion - ismrm
Traditional Posters: Diffusion & Perfusion - ismrm
Create successful ePaper yourself
Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.
1563. The Extracellular <strong>Diffusion</strong> Weighted Signal Predicts Axon Diameter Distribution<br />
Parameters<br />
Hubert Martinus Fonteijn 1 , Matt G. Hall 1 , Daniel C. Alexander 1<br />
1 Computer Science, Centre for Medical Image Computing, London, United Kingdom<br />
The estimation of axon diameter distribution parameters remains a big challenge for diffusion-weighted imaging. Generally, only<br />
intracellular diffusion is considered to be influenced by axon diameter. Extracellular diffusion on the other hand is considered to be<br />
approximately Gaussian in the long diffusion time limit and to be independent of axon diameter. In this abstract, we perform Monte<br />
Carlo simulations of diffusion in the extracellular compartment for a wide range of diffusion times and we construct a non-parametric<br />
model of extracellular diffusion using Gaussian Process Regression. We then show that axon diameter distribution parameters can be<br />
estimated from this model.<br />
1564. Polynomial Models of the Spatial Variation of Axon Radius in White Matter<br />
Gemma Louise Morgan 1 , Rexford D. Newbould 2 , Brandon Whitcher 2 , Daniel C.<br />
Alexander 1<br />
1 Centre for Medical Image Computing, University College London, London, United Kingdom; 2 Clinical<br />
Imaging Centre, GlaxoSmithKline, London, United Kingdom<br />
Axon radius r is a potentially useful clinical biomarker that can be derived from diffusion weighted imaging. However its estimation<br />
in a clinical setting is hampered by poor signal-to-noise ratio and limited sensitivity to small axon radii at low gradient strengths. In<br />
this study we introduce a technique for estimating a mean radius index ρ that exploits the spatial coherence of axon radii across the<br />
corpus callosum. Specifically, we fit a polynomial model of the spatial variation of ρ. This significantly reduces the total number of<br />
parameters to estimate and provides sensitivity to axon radius, even at typical clinical gradient strengths.<br />
1565. Can AxCaliber Be Extended to Estimate Axonal Radius and Orientation at the<br />
Same Time?<br />
Jaime E. Cisternas 1<br />
1 Engineering and Applied Sciences, Universidad de los Andes, Santiago, RM, Chile<br />
<strong>Diffusion</strong> tensor MRI provides biomarkers that have been shown to indicate microstructural features in the brain and other organs.<br />
These biomarkers, even though contain information about development, ageing and disease progression, lack specificity and don't give<br />
direct measures of axon density and radius. Several approaches, within the framework of diffusion weighted MR, have been proposed<br />
to extract radii, assuming previous knowledge of the orientation of the axons. In this work we extend AxCaliber, to measure axon<br />
diameter distribution along multiple orientations, and use numerical simulations to evaluate the capacity of the model to estimate<br />
radius and orientation reliably under the presence of noise.<br />
1566. The Effect of Beading and Permeable Axons on Water <strong>Diffusion</strong> Properties: A<br />
Monte Carlo Simulation of Axonal Degeneration and Its Effect on DTI and Q-Space<br />
Contrasts<br />
Jonathan Andrew David Farrell 1,2 , Bennett A. Landman 3,4 , Jiangyang Zhang 1 , Seth A.<br />
Smith 5,6 , Daniel S. Reich 1,7 , Peter A. Calabresi 8 , Peter C.M. van Zijl 1,2<br />
1 Dept. of Radiology, Johns Hopkins University School of Medicine, Baltimore, MD, United States; 2 Kennedy<br />
Krieger Institute, F.M. Kirby Research Center for Functional Brain Imaging, Baltimore, MD, United States;<br />
3 Biomedical Engineering, Johns Hopkins University School of Medicine, Baltimore, MD, United States;<br />
4 Electrical Engineering, Vanderbilt University, Nashville, TN, United States; 5 Dept. of Radiology, Vanderbilt<br />
University, Nashville, TN, United States; 6 Institute of Imaging Science, Vanderbilt University, Nashville, TN,<br />
United States; 7 Neuroimmunology Branch (NINDS), National Institutes of Health, Bethesda, MD, United<br />
States; 8 Dept. of Neurology, Johns Hopkins University School of Medicine, Baltimore, MD, United States<br />
Axonal injury can produce constrictions and enlargements (“beading”) of axon membranes and increase their permeability. Here we<br />
investigate the effect of these morphological parameters on diffusion properties measured with diffusion tensor and q-space imaging.<br />
Degenerating axons are modeled as the union of cylinders and spheres of varying radii. Using Monte Carlo simulations, with intraand<br />
extra-cellular compartments, we show that beading and increased permeability can act in concert to produce increased<br />
perpendicular diffusion. However, while parallel diffusion is decreased by beading, non-Gaussian behavior is mitigated by increased<br />
permeability. This study may aid the development of contrasts specific for axonal injury.<br />
1567. <strong>Diffusion</strong> MRI on Undulating Versus Straight Axons: Reduced Fractional<br />
Anisotropy and Increased Apparent Axonal Diameter<br />
Håkan Hagslätt 1,2 , Markus Nilsson 3 , Henrik Hansson 3 , Jimmy Lätt 1,3 , Danielle van<br />
Westen 1,2<br />
1 Center for Medical Imaging and Physiology, Lund University Hospital, Lund, Sweden; 2 Department of<br />
Diagnostic Radiology, Lund University Hospital, Lund, Sweden; 3 Department of Medical Radiation Physics,<br />
Lund University, Lund, Sweden<br />
Axons in fibre tracts may be non-straight and have an undulating, approximately sinusoidal course. It is known that axonal<br />
undulations are present in the peripheral nervous system and in some parts of the central nervous system that are subjected to strain<br />
during locomotion, for instance, the optic nerve. These undulations might affect parameters estimated using diffusion MRI, such as the<br />
fractional anisotropy. Furthermore, measurements attempting to estimate the axonal sizes might be biast towards an overestimated<br />
axonal size when undulations are present.