Temporally asymmetric diffusion weighting gradients in nuclear magnetic resonance: odd moments, drums, and the k/q relationship

Details Temporally asymmetric diffusion weighting gradients in nuclear magnetic resonance: odd moments, drums, and the k/q relationship Temporally asymmetric diffusion weighting gradients in nuclear magnetic resonance: odd moments, drums, and the k/q relationship

2010-09-23

arxiv.org/abs/1009.4589v2

Physics

Medical Physics

10 pages, 2 figures

Scientific paper

Temporally asymmetric gradient profiles in nuclear magnetic resonance diffusion experiments are investigated using modified Stejskal-Tanner gradients. Three novel findings are presented. 1. The phase of the diffusion-weighted signal contains information about the confining geometry. This information can be extracted from the 'diffusion-weighted phase'. 2. In the motional narrowing regime, it is possible to exactly determine the confining boundary in closed domains. 3. Diffusion-weighting gradients can act like imaging gradients.

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