Rodts S, Levitz P
Centre de Recherches sur la Matière Divisée, CNRS-Université, 45071, Orléans Cedex 2, France.
Magn Reson Imaging. 2001 Apr-May;19(3-4):465-7. doi: 10.1016/s0730-725x(01)00268-5.
We report a theoretical development which aims at interpreting Pulsed Gradient Spin Echo data for diffusing fluids in saturated porous media. It consists in analyzing the time dependence of PGSE amplitudes for each single gradient strength, and introduces a new diffusion coefficient D(q) as being continuously dependent on the length scale in the material. Both experimental measurements on water saturated bead packings and simulated experiments in 2D and 3D model systems are interpreted with this approach. D(q) is shown to give a new insight in the micro-macro transition. Its evolution vs. the length scale is non trivial, and can be sensitive to local slow kinetic effects.
我们报告了一项理论进展,旨在解释饱和多孔介质中扩散流体的脉冲梯度自旋回波数据。它包括分析每个单一梯度强度下PGSE振幅的时间依赖性,并引入一个新的扩散系数D(q),该系数连续依赖于材料中的长度尺度。用这种方法解释了水饱和珠状填料的实验测量结果以及二维和三维模型系统中的模拟实验结果。结果表明,D(q)为微观-宏观转变提供了新的见解。它随长度尺度的演变并非微不足道,并且可能对局部慢动力学效应敏感。