Abstract
Diffusion MRI techniques are used widely to study the characteristics of the human brain connectome in vivo. However, to resolve and characterise white matter (WM) fibres in heterogeneous MRI voxels remains a challenging problem typically approached with signal models that rely on prior information and constraints. We have recently introduced a 5D relaxation–diffusion correlation framework wherein multidimensional diffusion encoding strategies are used to acquire data at multiple echo‐times to increase the amount of information encoded into the signal and ease the constraints needed for signal inversion. Nonparametric Monte Carlo inversion of the resulting datasets yields 5D relaxation–diffusion distributions where contributions from different sub‐voxel tissue environments are separated with minimal assumptions on their microscopic properties. Here, we build on the 5D correlation approach to derive fibre‐specific metrics that can be mapped throughout the imaged brain volume. Distribution components ascribed to fibrous tissues are resolved, and subsequently mapped to a dense mesh of overlapping orientation bins to define a smooth orientation distribution function (ODF). Moreover, relaxation and diffusion measures are correlated to each independent ODF coordinate, thereby allowing the estimation of orientation‐specific relaxation rates and diffusivities. The proposed method is tested on a healthy volunteer, where the estimated ODFs were observed to capture major WM tracts, resolve fibre crossings, and, more importantly, inform on the relaxation and diffusion features along with distinct fibre bundles. If combined with fibre‐tracking algorithms, the methodology presented in this work has potential for increasing the depth of characterisation of microstructural properties along individual WM pathways.
Highlights
The advent of diffusion MRI techniques, which can probe structures at much smaller scales than the imaging resolution by virtue of sensing the random motion of water molecules, has undoubtedly increased the interest in studying white matter (WM) in the living brain
To assess if the amount of κ-generated dispersion is sufficiently low not to misrepresent the orientational information of the R2-D distributions, we investigated in silico the angular resolution of the MonteCarlo analysis
We build on a recently developed 5D relaxation–diffusion correlation framework where sub-voxel heterogeneity is resolved with nonparametric P (R2,D) distributions, and convert the recovered distributions to Orientation Distribution Function (ODF) glyphs informing on the relaxation– diffusion features along different orientations by mapping discrete P (R2,D) components to a dense mesh of (θ,φ) bins
Summary
The advent of diffusion MRI techniques, which can probe structures at much smaller scales than the imaging resolution by virtue of sensing the random motion of water molecules, has undoubtedly increased the interest in studying white matter (WM) in the living brain. The challenge of visualising the intricate and comprehensive information within diffusion MRI datasets is an active area of research (Leemans, 2010; Schultz & Vilanova, 2019) and very well established visualisation strategies exist to either convey the tensorial properties of a single voxel-averaged D (Kindlmann, 2004; Pajevic & Pierpaoli, 2000; Westin et al, 1999) or to visualise a continuous ODF (Peeters, Prckovska, Almsick, Vilanova, & Romeny, 2009; Schultz & Kindlmann, 2010; Tournier et al, 2004; Tuch et al, 2002) Such techniques are not immediately applicable to the discrete multicomponent distributions retrieved with our 5D correlation framework. Even though binresolved maps of signal fractions and means were observed to be useful to map sub-voxel heterogeneity throughout the imaged brain volume, they do not provide information on orientation-resolved properties In this contribution, we demonstrate how R2 - D distributions can be used to derive and visualise fibre-specific relaxation and diffusion metrics. The ODFs computed from the discrete ditributions are compatible with tractography algorithms which allows the extension to visualisation of longerrange properties in 3D (Tax et al, 2015)
Published Version (
Free)
Talk to us
Join us for a 30 min session where you can share your feedback and ask us any queries you have