Vinod Jangid Kumar1, Klaus Scheffler1,2, Gisela E Hagberg1,2, and Wolfgang Grodd1
1Max Planck Institute for Biological Cybernetics, Tuebingen, Germany, 2Biomedical Magnetic Resonance, University Hospital and Eberhard-Karl’s University, Tuebingen, Germany
Synopsis
The thalamus is a central connectivity hub of the human
brain that remains poorly understood concerning its anatomy. Since it houses both
calcium-rich neurons and myelin-rich architecture, quantitative susceptibility
mapping at the ultra-high-field may facilitate thalamic substructures'
characterization. Consequently, we have acquired high-resolution QSM data at
9.4 Tesla in 21 subjects and analyzed human thalamic nuclei with respect to core
and matrix neurons. We found a more substantial contribution of both diamagnetic
and paramagnetic sources, like iron, myelin, and calcium, in the matrix nuclei
in contrast to the relay specific core nuclei matrix nuclei.
Introduction:
The
matrix-core theory states that the thalamocortical organization's fundamental
principle is the presence of two types of thalamic nuclei and their corresponding
pathways: the diffuse matrix pathway and the spatially selective core pathway 1,2. The
matrix nuclei make synaptic connections with the superficial cortical layers, while
neurons in the core connect to the middle layers 1,2. The
neurons comprising the core propagate 'driving' information, whereas neurons
consisting of the matrix play a more modulatory role 1. The
calcium-binding proteins calbindin dominate in matrix nuclei while parvalbumin
is more abundant in the core. Jones has shown that calcium-binding proteins are
heterogeneously distributed in a complementary fashion within thalamic nuclei 1. Furthermore,
as the thalamus is a densely myelinated connectivity hub containing both
projecting and receiving fibers, we tried to obtain a detailed map of the
thalamus and explore the importance of the core and matrix systems QSM data at
9.4 Tesla.
Material and Methods:
Subjects and MRI acquisition: 21 healthy volunteers without any neurological
disorders were screened through a qualified doctor's rigorous safety assessment
and scanned at 9.4 T (Siemens Medical Solutions, Erlangen,
Germany) using a 16-channel transmit/ 31-channel receive array 3. B1-mapping, anatomical MP2RAGE images 4 and mono-polar multi-echo 3D gradient echo (GRE)
images with 5 echoes and echo times, TE=6-30ms in steps of 6ms; a
repetition time TR=35ms; and nominal FA=11° with a voxel size of 375x375x800 μm
were acquired with an axial prescription.
Preprocessing: QSM maps were reconstructed and preprocessed using
coil-offset correction and adaptive coil combination before Laplacian
unwrapping, phase-based masking, as described previously 5, whole-slab phase-referencing followed by VSHARP
background removal and dipole inversion using STI-studio. After coregistration
to the anatomical images, the QSM maps were normalized to MNI space and were
multiplied by 1000 to obtain standardized data in the ppb-range.
Postprocessing: The thalamic nuclei specific analysis was performed
using the histology atlas of the thalamus 6. In the first step, the MNI spaced atlas was
resliced to 400-micron native data resolution. Positive QSM values were
assigned to paramagnetic maps, setting all other voxels to zero (>0) and
vice versa; negative values (<0) were assigned to the diamagnetic maps. The
next step, nuclei-specific QSM means, was computed for the left and right hemispheres
for the data extracted from the diamagnetic and paramagnetic maps (s. Fig. 1). Violin
and histogram plots were used for descriptive statistics in python to show all
the values in their respective comparisons (s. Fig. 2-4).
Results:
The
standardized data (in ppb) were thresholded (at >0 & <0) for positive
and negative values to show diamagnetic sources (i.e., myelin, calcium, etc. in
negative values and paramagnetic sources, i.e., iron, etc., in positive values
in separate QSM maps. An axial slice covering the thalamus depicts the
performed thresholding for negative and positive values (s. Fig. 1). The negative map shows a homogeneous
distribution of likely myelin-related QSM values within the thalamus. In
contrast, the positive map shows increase values located mainly at the
posterior, lateral, and intralaminar, midline nuclei (s. Fig. 1).
The
violin plots reveal interindividual variability in diamagnetic and paramagnetic
values (s. Fig. 2 & 3). The average values across 21 subjects show that the
core and matrix neurons' distribution differ across thalamic nuclei. The
pattern for both the comparisons shows a somewhat similar trend and slight
laterality differences (s. Fig. 2 & 3).
Comparing
both kinds of nuclei show lower values for the core in contrast to higher
values in specific Matrix nuclei, possibly indicating the stronger contribution
of diamagnetic and paramagnetic sources, i.e., iron, myelin, calcium in
specific matrix nuclei in contrast to relay specific core nuclei (s. Fig. 4)Discussion:
The
distribution of core and matrix neurons is not uniform across thalamic nuclei 1, which
seems to be depicted in our findings (s. Fig 2 & 3). The investigation of core and matrix nuclei
remains very challenging due to smaller nuclei sizes and SNR. The deep encaged thalamus
is hampered with lower resolution and signal to noise ratio at lower field
strengths, i.e., 1.5, 3 & 7T. In contrast, 7T to 9.4T yields a 1.76 ± 0.13
boost of SNR 7.
Secondly, some thalamic nuclei only possess 30K neurons and challenging to image
even at higher field strength.Conclusion:
This preliminary
study reveals a detailed nuclei-specific delineation of diamagnetic and
paramagnetic sources in the thalamus' core and matrix nuclei. Interestingly we
observed an increase of both effects for the matrix nuclei in contrast to the
core nuclei. There are also slight differences between the hemispheres.
However, future work is required to comprehend the relationship between QSM
measures and the core-matrix system. Furthermore, a larger sample of data is
needed to examine the effect of age and gender for a better understanding of
the matrix and core system.
Acknowledgements
This work was supported by the DFG (Grant number GZ: GR 833/13).References
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