Conventions and nomenclature for double diffusion encoding NMR and MRI

Noam Shemesh(Champalimaud Foundation), Sune Nørhøj Jespersen(Aarhus University), Daniel C. Alexander(University College London), Yoram Cohen(Tel Aviv University), Ivana Drobnjak(University College London), Tim B. Dyrby(Hvidovre Hospital), Jürgen Finsterbusch(Universität Hamburg), Martin Koch(University of Lübeck), Tristan Anselm Kuder(German Cancer Research Center), Fredrik B. Laun(German Cancer Research Center), Marco Lawrenz(Universität Hamburg), Henrik Lundell(Hvidovre Hospital), Partha P. Mitra(Cold Spring Harbor Laboratory), Markus Nilsson(Lund University), Evren Özarslan(Boğaziçi University), Daniel Topgaard(Lund University), Carl‐Fredrik Westin(Brigham and Women's Hospital)
Magnetic Resonance in Medicine
September 29, 2015
Cited by 189Open Access
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Abstract

Stejskal and Tanner's ingenious pulsed field gradient design from 1965 has made diffusion NMR and MRI the mainstay of most studies seeking to resolve microstructural information in porous systems in general and biological systems in particular. Methods extending beyond Stejskal and Tanner's design, such as double diffusion encoding (DDE) NMR and MRI, may provide novel quantifiable metrics that are less easily inferred from conventional diffusion acquisitions. Despite the growing interest on the topic, the terminology for the pulse sequences, their parameters, and the metrics that can be derived from them remains inconsistent and disparate among groups active in DDE. Here, we present a consensus of those groups on terminology for DDE sequences and associated concepts. Furthermore, the regimes in which DDE metrics appear to provide microstructural information that cannot be achieved using more conventional counterparts (in a model-free fashion) are elucidated. We highlight in particular DDE's potential for determining microscopic diffusion anisotropy and microscopic fractional anisotropy, which offer metrics of microscopic features independent of orientation dispersion and thus provide information complementary to the standard, macroscopic, fractional anisotropy conventionally obtained by diffusion MR. Finally, we discuss future vistas and perspectives for DDE.


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