We describe measurement of skeletal muscle kinematics with a multiple echo diffusion tensor imaging (MEDITI) in clinical scanners. This approach allows characterization of the microstructural dynamics in healthy and diseased muscle. Combining the accelerated MEDITI directional encoding with a radial k-space trajectory and compressed sensing reconstruction allows spatially resolved DTI with a continuous temporal resolution of 16 s. Using an MR-compatible ergometer, post-exercise recovery of DTI metrics in calf muscle were quantified in a pilot cohort of 2 volunteers and 4 subjects with chronic exertional compartment syndrome (CECS). Results indicate anisotropic exercise response and recovery with kinetics differing from relaxation contrast.
In this HIPAA-compliant, IRB-approved study, subjects provided written informed consent for a unilateral calf MRI in a Siemens Skyra 3 T scanner (1 volunteer, 4 CECS patients) or Prisma 3 T scanner (1 volunteer) and 15-channel knee coil. Subjects were positioned in an MR-compatible plantarflexion ergometer14, provided with elastic band resistance (Fig. 1) and performed repeated plantarflexion for 3 minutes. The MEDITI pulse sequence (Fig. 1) captures 11 echoes with a 5-petal STAR-trajectory. The angle between consecutive STAR trajectories is chosen according to the GRASP-scheme (Golden Radio Angle Radial Sparse Parallel). Other parameters: (TE: 90-245 ms, isotropic b-values: 167-790 s/mm2, flip angles 61°/73°/85°/45°/85°, TR=2000ms, 3x3x10 mm3 resolution). A series of unweighted (S0) and weighted (S) images at time-points before, during and after exercise were generated (total durations 21-34 min). Phase maps from low resolution reconstructions of each individual echo k-space removed intershot phase errors prior to dynamic reconstruction. Readouts from 4 consecutive TRs with the same diffusion weighting were combined for each frame, giving temporal resolution of 16 s. Sparsifying transforms exploit the similarity between diffusion weighted images along the echo (techo)- and the time (t)-dimensions to avoid undersampling artifacts:
$$\hat X = \arg {\min _X}\left\{ {\left\| {E \cdot X - Y} \right\|_2^2 + {\lambda _{PCA}}{{\left\| {PC{A^{{t_{echo}}}}X} \right\|}_1} + {\lambda _{PCAt}}{{\left\| {PC{A^t}X} \right\|}_1} + {\lambda _{TV}}{{\left\| {T{V^{xy}}X} \right\|}_1}} \right\}$$
with X the time-series of images to be reconstructed, Y its k-space, E the multicoil encoding matrix, including coil sensitivities15 and the NuFFT-transform, PCA the Principal Component Analysis transform, TVxy the in plane total variation transform and λPCA, λPCAt and λTV regularization parameters chosen heuristically as 2.5e-5, 2.5e-5 and 5e-5 multiplied by the norm of X. Solutions were found using a non-linear conjugate gradient method16. Time points during exercise, identified in a first reconstruction , were removed prior to final reconstruction. The diffusion tensor was estimated with a cylindrical model, generating mean diffusivity (MD), axial (λ1), and radial (λrad) diffusion maps. Normalizing the post-exercise period by the average pre-exercise map generated diffusion response maps, which were subjected to post-hoc temporal binomial smoothing (5 frame width). Muscle compartments (anterior tibialis, peroneous longus, soleus, and gastrocnemius) were segmented on low-diffusion weighted images and response curves derived. Each post-exercise period was fit to a monoexponential decay with baseline to estimate total response and decay rate. In 3 subjects, MEDITI series were reconstructed for 8 different sets of regularization parameters (λPCA, λPCAt ,λTV) to determine variability of kinematic metrics with reconstruction. Sensitivity to these parameters was considered for compartments with T2w response of at least +10%.1. Zhou H, Novotny JE. Cine phase contrast MRI to measure continuum Lagrangian finite strain fields in contracting skeletal muscle. Journal of Magnetic Resonance Imaging 2007;25(1):175-184.
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