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核磁共振成像、核磁共振衍射以及脉冲梯度自旋回波在多孔介质中的应用。

NMR imaging, NMR diffraction and applications of pulsed gradient spin echoes in porous media.

作者信息

Callaghan P T

机构信息

Department of Physics, Massey University, Palmerston North, New Zealand.

出版信息

Magn Reson Imaging. 1996;14(7-8):701-9. doi: 10.1016/s0730-725x(96)00152-x.

Abstract

Diffraction ideas were first introduced to NMR by Mansfield and Grannell. Here we compare "Mansfield (k-space) diffraction" with the "diffusive (q-space) diffraction," noting their similarities and differences. The diffusive-diffraction concept is extremely helpful in elucidating the Pulsed Gradient Spin Echo NMR experiment for fluid molecules in porous media and has been applied successfully to the model isolated pore (the "single slit" case) and the orientationally disordered interconnected pore glass (the "powder grating" case). This picture is based on the idea that the PGSE experiment has a scattering analogy in which a wavevector (q) is conjugate to the displacement of the spins over the time, D, between the gradient pulses. Recently, the theory has been extended to allow for both wall relaxation effects and finite gradient pulse width effects.

摘要

衍射概念最早由曼斯菲尔德和格兰内尔引入核磁共振领域。在此,我们将“曼斯菲尔德(k空间)衍射”与“扩散(q空间)衍射”进行比较,指出它们的异同。扩散 - 衍射概念对于阐释多孔介质中流体分子的脉冲梯度自旋回波核磁共振实验极为有用,并且已成功应用于孤立孔模型(“单缝”情况)和取向无序的相互连通孔玻璃(“粉末光栅”情况)。此图景基于这样的观点,即脉冲梯度自旋回波实验存在一种散射类比,其中波矢(q)与梯度脉冲之间自旋在时间D内的位移共轭。最近,该理论已得到扩展,以考虑壁弛豫效应和有限梯度脉冲宽度效应。

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