1103

In vivo Multi-Parameter Mapping of the Habenula using MRI
Giorgia Milotta1, Isobel Green2, Jonathan Roiser3, and Martina Callaghan1
1Wellcome Centre for Human Neuroimaging, University College London, London, United Kingdom, 2Harvard Medical School, Boston, MA, United States, 3Institute of Cognitive Neuroscience, University College London, London, United Kingdom

Synopsis

Keywords: Quantitative Imaging, Tissue Characterization, Multi-Parameter Mapping

The habenula has attracted much interest in neuroscience studies because it plays an important role in the reward circuitry of the brain and is implicated in psychiatric conditions. However, imaging the habenula remains challenging due to its sub-cortical location and small size, with few reports analysing its microstructural composition in vivo. To address this gap in the literature, we performed a multi-parametric characterisation of the microstructure of the habenula by quantifying relaxation rates (R1, R2*), water content (PD) and a marker of macromolecular content (MTsat), most notably myelin, in a cohort of 20 healthy participants.

Introduction

The habenula is a small, epithalamic brain structure1 that plays an important role in the reward circuitry of the brain and is implicated in psychiatric conditions, such as depression1–3. The importance of the habenula for human cognition and mental health make it a key structure of interest for neuroimaging studies. However, relatively few studies have been conducted in humans because habenula visualization in vivo is challenging, due to its subcortical location and small size. Studies to date have focused on characterizing the morphology4,5, connectivity6–8 or functional role3,9–11 of the habenula, but few reports have characterized its physical properties.
Microstructural characterization of the habenula to date has focused on quantitative susceptibility mapping (QSM)12,13. In this work, we complement this with measures of the longitudinal and effective transverse relaxation rates (R1 and R2* respectively), proton density (PD) and magnetisation transfer saturation (MTsat) using a high-resolution (0.8mm isotropic) quantitative multi-parametric mapping (MPM) protocol at 3T, in a cohort of 20 healthy participants.

Methods

In vivo Acquisitions
Data were acquired on a Siemens 3T Prisma using a 64-channel head and neck receiver coil using an MPM protocol14. It comprised three RF- and gradient-spoiled multi-echo 3D FLASH scans acquired with T1T1w = 21°), PD (αPDw = 6°) or MT (αMTw = 6°) weighting. A Gaussian RF pulse at 2kHz off-resonance with flip angle of 220˚ was used to achieve MT-weighting. A transmit field map was acquired prior to the acquisition of the 3D FLASH scans to account for inhomogeneity15.

Data Analysis
R1, R2*, PD and MTsat maps were generated for each participant using the hMRI toolbox16. The habenula region of interest (ROI) was delineated on the R1 maps following the geometric approach described by Lawson et al.17. For each participant the mean and standard deviation of R1, R2*, PD and MTsat were computed within the habenulae ROI (including both the left and right habenulae). The average volume of the left and right habenulae was also computed for each participant. Participant-specific grey matter (GM) masks including GM surrounding both the left and right habenula were defined and CNR between the habenula and the GM ROI was calculated for each map. Spatial normalization of the R1, R2*, PD, MTsat, GM probability maps and binarised habenulae ROI was performed using the Dartel toolbox in SPM18. The CNR between the habenula and surrounding GM defined in normalized space was calculated on the cohort-averaged R1, R2*, PD and MTsat maps varying the probability threshold (across the cohort) defining the habenula.

Results

The mean ± standard deviation (std) of the parameters, across participants, within this habenula ROI was R1 = 0.86±0.03 1/s, R2* = 19.04±1.88 1/s, PD = 76.14±1.62 % and MTsat = 1.06±0.07 % (Figure 1). The averaged left and right habenula volumes of each participant were computed. The mean ± std, across participants, of this averaged volume was 18.91±2.13 mm3 with similar left (19.32±2.78 mm3) and right (18.48±2.29 mm3) habenula volumes. The CNR measured between the habenula and the surrounding GM per participant are shown in Figure 2. The R1 maps had the highest CNR with a mean ± std across participants of 1.32±0.22. The R2* and MTsat maps also had positive CNR at 0.65±0.25 and 0.53±0.25 respectively. On the PD maps, the habenula was hypointense relative to the surrounding GM leading to a negative CNR of -0.67±0.21.
The cohort-average maps are shown in Figure 3 along with a zoomed view focusing on the habenula. Figure 4 indicates the probability, for this cohort, that a voxel lies within the habenula, superimposed on the cohort-average R1 map. The maximum probability was 0.80 which amounts to only one voxel being consistently defined as being within the habenula for 16 of the 20 participants. CNR was also computed on the cohort-average maps in normalized space (Figure 5). The R1 maps had highest CNR and as the definition of the habenula became more conservative (higher probability of being within the habenula) the CNR increased.

Discussion

In this work, we performed a multi-parametric characterisation of the microstructure of the habenula by quantifying relaxation rates (R1, R2*), water content (PD) and a marker of macromolecular content (MTsat), most notably myelin, in a cohort of 20 healthy participants. The measurements were consistent across the cohort and could therefore be used to guide future studies optimising the in vivo visualisation of the habenula. The habenula was most clearly visualised on the R1 map and its boundaries were consistent across the different parameter maps. CNR analyses confirmed that the contrast between the habenula and the surrounding GM was consistently highest on the R1 maps for each participant. The CNR analysis on the normalized maps reflected what was observed on a per-participant basis. Despite the high CNR observed in normalised space, the overlap of the habenula across the cohort was poor as evidenced by the probability map. Further information related to this work can be found in the following preprint: https://www.researchsquare.com/article/rs-2159322/v1.

Acknowledgements

This research was funded in whole, or in part, by the Wellcome Trust [203147/Z/16/Z].

References

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Figures

Figure 1 - Average R1, R2*, PD and MTsat values from the manually defined bilateral habenula ROIs for each participant. The bars indicate plus and minus one standard deviation from the mean within the ROIs, the dashed lines represent the mean values for each map across the entire cohort.

Figure 2 - CNR values measured on the R1, R2*, PD and MTsat maps for each participant. The dashed lines show the mean CNR across the cohort for each map. Note that, because the variability of CNR varies substantially across the maps, different CNR ranges are used for each map to better visualise the variability in CNR across the cohort.

Figure 3 - R1, R2*, PD and MTsat maps in MNI space averaged across the cohort. Four axial views are shown. The yellow boxes contain a zoomed view of the habenulae structures for each map.

Figure 4 - Habenula probability map overlaid on the cohort-average R1 map spatially normalised to MNI space (top) and zoomed view of the habenulae (bottom).

Figure 5 - CNR measurements obtained from the R1, R2*, PD and MTsat maps in normalized space as a function of the probability of voxels being within the habenulae. The dashed lines represent the mean CNR measured across the cohort. The filled area represents the habenula volume as a function of the probability threshold used to define the ROIs.

Proc. Intl. Soc. Mag. Reson. Med. 31 (2023)
1103
DOI: https://doi.org/10.58530/2023/1103