Brain Microstructure & Diffusion Imaging
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Monday May 9th
Room 710B |
11:00 - 13:00 |
Moderators: |
Valerij Kiselev and Eleftheria Panagiotaki |
11:00 |
74. |
Axon diameter mapping in
the presence of orientation dispersion using diffusion MRI
Hui Zhang1, Penny L Hubbard2,
Geoff J M Parker2, and Daniel C Alexander1
1University College London, London, United
Kingdom, 2Manchester
Academic Health Sciences Centre, Manchester, United
Kingdom
Axon diameter mapping using diffusion MRI provides more
specific biomarkers than DTI indices. Earlier works
assume a model of strictly parallel axons. However, such
approximation is inadequate for most white matter
regions in which axons fan or bend, resulting in
significant orientation dispersion. Such dispersion, if
unaccounted for, leads to overestimation of axon
diameters. We ameliorates this problem by proposing a
model that captures orientation dispersion explicitly.
We demonstrate that recovery of axon diameters is
possible even in the presence of orientation dispersion,
supporting accurate axon diameter mapping in a much
wider set of white matter than previously possible.
|
11:12 |
75. |
Magnetic Resonance
Characterization of General Compartment Size Distributions -permission
withheld
Evren Ozarslan1,2, Noam Shemesh3,
Cheng Guan Koay1,4, Yoram Cohen3,
and Peter Joel Basser1
1STBB / PPITS / NICHD, National Institutes of
Health, Bethesda, MD, United States, 2Center
for Neuroscience and Regenerative Medicine, USUHS,
Bethesda, MD, United States, 3School
of Chemistry, Tel Aviv University, Tel Aviv, Israel, 4Department
of Medical Physics, University of Wisconsin, Madison,
WI, United States
Previous methods to determine the axon diameter
distribution (ADD) from MR data assume a known
statistical distribution of compartment sizes. To
overcome this limitation, theoretical relationships
between the MR signal intensity and the moments of a
general distribution of cylindrical compartments are
established. A one-dimensional simple harmonic
oscillator based reconstruction and estimation
(1D-SHORE) framework was used as a numerical tool to
estimate these moments. Results on simulated and real MR
data obtained from controlled water-filled
microcapillaries demonstrate the power of this approach
to create contrast based not only on the mean
compartment size but also its variance.
|
11:24 |
76. |
AxCaliber 3D
Daniel Barazany1, Derek Jones2,
and Yaniv Assaf1
1Neurobiology, Tel aviv university, Tel Aviv,
Israel, 2CUBRIC,
School of Psychology, Cardiff University, Wales, UK
So far, the ability to map the axon diameter
distribution (ADD) along a given pathway was only
possible with AxCaliber if the fiber orientation was
known and so this precludes any tract-specific
assessment. We extended the AxCaliber framework to 3D,
and were able to achieve the ADD in any voxel of the
brain and any fiber orientation. In the work, we
analyzed the two main fiber fascicles of the porcine
spinal cord which are known to have different ADDs.
AxCaliber was able to distinguish between them and
calculate their ADDs.
|
11:36 |
77. |
Inferring micron-scale
tissue structure using extreme value theory for
cylindrically-restricted diffusion
Leigh A. Johnston1,2, David Wright2,
Rick H.H.M. Philipsen3, Scott C. Kolbe2,
James A. Bourne4, Iven M.Y. Mareels1,
and Gary F. Egan2
1Electrical and Electronic Engineering and
NICTA VRL, University of Melbourne, Parkville, VIC,
Australia, 2Howard
Florey Institute, Florey Neuroscience Institutes,
Parkville, VIC, Australia, 3Technical
University of Eindhoven, Netherlands, 4Australian
Regenerative Medicine Institute, Monash University,
Australia
The non-exponential signal decay observed in q-space
diffusion acqusitions is derived for restricted
diffusion in cylinders, using a probabilistic approach
based on extreme value theory and expectation over
continuum distributions for geometry-dependent apparent
diffusion coefficients. Simulation and experimental
results demonstrate the accuracy of the resultant
non-exponential signal decay and the ability to infer
axon densities without need for pulse duration or
diffusion time approximations.
|
11:48 |
78. |
Activation Energies for
Water Diffusion in ex-vivo White
Matter
Bibek Dhital1, Christian Labadie1,2,
Harald E Möller1, and Robert Turner1
1Max Planck Institute for Human Cognitive and
Brain Sciences, Leipzig, Germany, 2Laboratoire
de Spectrométrie Ionique et Moléculaire, Université
Claude Bernard Lyon 1, France
We made MR measurements of diffusion up to very high
b-factor in excised human corpus callosum, over a wide
temperature range. Above a freezing phase transition at
-20 °C, data showed a robust bi-exponential dependence
on b-factor. Below this temperature only half of the
slow component remained, suggesting two water pools
within this component. An Arrhenius plot revealed
significantly different activation energies for the fast
and slow components. The lower of these corresponds well
to breaking a hydrogen bond in a locally ordered region.
This suggests that unfrozen water consists of hydration
layers close to the membranes.
|
12:00 |
79. |
Assessment of axon
diameter distribution in mouse spinal cord with q-space
imaging
Henry H. Ong1, and Felix W. Wehrli1
1Laboratory for Structural NMR Imaging,
Department of Radiology, University of Pennsylvania,
Philadelphia, PA, United States
Knowledge of axon morphology would provide important
insight into neural function, anatomy and pathology.
Q-space imaging (QSI) offers potential for indirect
assessment of WM architecture and already has been used
to measure intra-cellular volume fraction and mean axon
diameter. Here, we examine the feasibility of QSI to
measure axon diameter distribution (ADD) from white
matter tracts in healthy mouse spinal cords using the
displacement probability density function. The results
show that QSI-derived ADDs semi-quantitatively agree
with histologic ADDs and consistently illustrate the
relative differences in ADD between WM tracts.
|
12:12 |
80. |
Surface-to-volume ratio
with oscillating gradients
Dmitry S Novikov1, and Valerij G Kiselev2
1Radiology, NYU School of Medicine, New York,
NY, United States, 2Diagnostic
Radiology, University Hospital Freiburg, Freiburg,
Germany
Diffusion coefficient is known to reveal the
surface-to-volume ratio of restrictions at short
diffusion times. Sufficiently short diffusion times are
practically achievable with the oscillating gradient
technique or with the CPMG refocusing train in the
presence of a static gradient. Interpetation of such
measurements relies on representing the short-time
diffusivity limit in the frequency domain. For both of
these oscillating techniques, we derive exact
expressions for the high-frequency behavior of the
diffusion coefficient, applicable to probe the
surface-to-volume ratio of restrictions. We also
describe how to calculate the effect of restrictions for
arbitrary gradient waveforms.
|
12:24 |
81. |
Probing microscopic
cellular architecture in the mouse brain by oscillating
gradient diffusion tensor imaging
Manisha Aggarwal1, Susumu Mori1,
and Jiangyang Zhang1
1Russell H. Morgan Department of Radiology
and Radiological Science, Johns Hopkins University
School of Medicine, Baltimore, MD, United States
Diffusion measurements with conventional pulsed gradient
diffusion MRI experiments reflect the combined effects
of restriction barriers to water diffusion at multiple
spatial scales, but cannot distinguish between different
spatial scales. With oscillating diffusion gradients, it
is possible to probe diffusion at separate spatial
scales by varying the modulation frequency of the
oscillating gradients. In this study, three dimensional
diffusion tensor imaging (DTI) of perfusion-fixed mouse
brains using oscillating diffusion-sensitizing gradients
is presented. The resulting diffusion tensor spectrum D(f)
revealed, for the first time, unique frequency-dependent
tissue contrasts in the mouse cerebellum and
hippocampus.
|
12:36 |
82. |
Double-PFG MR imaging of
the CNS: probing underlying grey matter microstructure
Noam Shemesh1, Daniel Barzany2,
Ofer Sadan3, Yuval Zur4, Daniel
Offen5, Yaniv Assaf2, and Yoram
Cohen1
1School of Chemistry, Tel Aviv University,
Tel Aviv, Israel, 2Department
of Neurobiology, Tel Aviv University, Israel, 3Department
of Neurology, Tel-Aviv Medical Center, Tel Aviv
University, Israel, 4GE
Healthcare, Israel, 5Laboratory
of Neurosciences, Felsenstein Medical Research Center,
Department of Neurology, Rabin Medical center and Tel
Aviv University, Israel
Double-Pulsed-Field-Gradient (d-PFG) MR is emerging as a
useful methodology for depicting underlying
microstructural information in scenarios where
conventional single-PFG (s-PFG) are very limited, such
as when anisotropic compartments are randomly oriented.
Here, we used d-PFG MRI on phantoms, pig spinal cord and
rat brain. The angular variations in the E(ø) data could
be easily observed for all specimens even in the raw
data; furthermore, the presence of modulated E(ø) plots
in grey matter tissues revealed that water is diffusing
in randomly oriented anisotropic compartments having
different eccentricities, which appeared as different
patterns within the cortex of the rat brain.
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12:48 |
83. |
A comparative study of
axon diameter imaging techniques using diffusion MRI
Hui Zhang1, Daniel Barazany2,
Yaniv Assaf2, Henrik M Lundell3,
Daniel C Alexander1, and Tim B Dyrby3
1University College London, London, United
Kingdom, 2Tel
Aviv University, Tel Aviv, Israel, 3Copenhagen
University Hospital Hvidovre, Hvidovre, Denmark
Axon diameter and density provide information about the
function and performance of white matter pathways.
Direct measurement of such microstructure features
offers more specific biomarkers than DTI indices. Many
techniques to measure axon diameter statistics using
diffusion MRI have been proposed in the literature,
ranging from model-based approaches to Q-space imaging,
but little is known of their relative performance and
consistency. This work compares several representative
model-based approaches quantitatively to gain insight
into how the choices of tissue model and imaging
protocol impact the estimation of microstructural
features.
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