Convergence and Parameter Choice for Monte-Carlo Simulations of Diffusion MRI.
IEEE T MED IMAGING
1354 - 1364.
This paper describes a general and flexible Monte-Carlo simulation framework for diffusing spins that generates realistic synthetic data for diffusion magnetic resonance imaging. Similar systems in the literature consider only simple substrates and their authors do not consider convergence and parameter optimization. We show how to run Monte-Carlo simulations within complex irregular substrates. We compare the results of the Monte-Carlo simulation to an analytical model of restricted diffusion to assess precision and accuracy of the generated results. We obtain an optimal combination of spins and updates for a given run time by trading off number of updates in favor of number of spins such that precision and accuracy of sythesized data are both optimized. Further experiments demonstrate the system using a tissue environment that current analytic models cannot capture. This tissue model incorporates swelling, abutting, and deformation. Swelling-induced restriction in the extracellular space due to the effects of abutting cylinders leads to large departures from the predictions of the analytical model, which does not capture these effects. This swelling-induced restriction may be an important mechanism in explaining the changes in apparent diffusion constant observed in the aftermath of acute ischemic stroke.
|Title:||Convergence and Parameter Choice for Monte-Carlo Simulations of Diffusion MRI|
|Keywords:||Data synthesis, diffusion magnetic resonance imaging (MRI), diffusion tensor imaging, Monte-Carlo simulation, validation, RESTRICTED DIFFUSION, SPIN-ECHO, SELF-DIFFUSION, WHITE-MATTER, MAGNETIC-RESONANCE, WATER DIFFUSION, OPTIC-NERVE, HUMAN BRAIN, MODEL, CORD|
|UCL classification:||UCL > School of Life and Medical Sciences
UCL > School of Life and Medical Sciences > Faculty of Population Health Sciences > Institute of Child Health
?? ICH5 ??
UCL > School of BEAMS
UCL > School of BEAMS > Faculty of Engineering Science
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