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Averaged propagator of restricted motion from the Gaussian approximation of spin echo

机译:自旋回波的高斯近似的受限运动的平均传播子

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摘要

Apart from the propagator theory of spin-echo diffusion measurement, the average of spin phase fluctuation by the cumulant expansion is developed. The expansion to the second order, the Gaussian phase approximation (GPA), is able to explain the diffusion and flow measurement by the spin echo with the generalized magnetic field gradient sequence, which can be designed in a way to extract information not only about the macroscopic self-diffusion coefficient, but also about the details of the molecular velocity correlation spectrum. By taking into account the distribution of local spin properties resulting from restriction to motional by boundaries, the GPA method covers a broad range of spin echo decay, which throws a new light upon the diffraction-like phenomena, different from that, obtained by the averaged propagator method. The corrections of GPA by the higher order terms of cumulant expansion introduce only small changes to the tail of spin echo decay. The paper demonstrates the advantage of the GPA in this generalized form to deal with the space time correlations of diffusion and flow in porous medium, closing a fictive gap between NMR diffusometry and q-space NMR. (C) 2003 Elsevier B.V. All rights reserved. [References: 28]
机译:除了自旋回波扩散测量的传播理论之外,还开发了由累积累积量引起的自旋相位波动的平均值。扩展到二阶,即高斯相位近似(GPA),能够解释具有广义磁场梯度序列的自旋回波的扩散和流量测量,可以将其设计为不仅提取关于磁场的信息,而且可以提取信息。宏观的自扩散系数,还涉及分子速度相关谱的细节。通过考虑边界限制运动产生的局部自旋特性的分布,GPA方法涵盖了自旋回波衰减的广泛范围,这给与类似衍射现象不同的现象提供了新的亮点,不同于通过平均获得的衍射现象。传播方法。通过累积量扩展的高阶项对GPA进行的校正只会对自旋回波衰减的尾部产生很小的变化。本文证明了这种广义形式的GPA的优势,可以处理多孔介质中扩散和流动的时空相关性,从而弥合NMR扩散法和q-空间NMR之间的虚拟间隙。 (C)2003 Elsevier B.V.保留所有权利。 [参考:28]

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