扩散张量磁共振成像

Thomas L. Chenevert, Robert C. Welsh
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引用次数: 3

摘要

本单元回顾了临床应用中弥散加权成像(DWI)和弥散张量成像(DTI)的物理原理和方法。扩散敏感的无创MRI提供了对改变分子水流动性的过程和微观细胞结构的洞察。讨论了将布洛赫方程扩展为包括随机平移运动通过场梯度效应的形式。关键采集参数的定义也回顾了常用的方法来计算和显示组织扩散特性在各种图像格式。表征扩散的潜在方向依赖性(即各向异性),例如存在于白质中的扩散,需要DTI。然后,扩散张量的形式化和测量技术将扩散张量简化为标准的各向异性量,并与常用的方法一起总结,以图像格式描述方向信息。
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Diffusion Tensor MR Imaging

This unit reviews the physical principles and methodologies involved in diffusion-weighted imaging (DWI) and diffusion tensor imaging (DTI) for clinical applications. Diffusion-sensitive MRI noninvasively provides insight into processes and microscopic cellular structures that alter molecular water mobility. Formalism to extend the Bloch equation to include effects of random translational motion through field gradients is reviewed. Definition of key acquisition parameters is also reviewed along with common methods to calculate and display tissue diffusion properties in a variety of image formats. Characterization of potential directional-dependence of diffusion (i.e., anisotropy), such as that which exists in white matter, requires DTI. Diffusion tensor formalism and measurement techniques then reduce the diffusion tensor into standard anisotropy quantities that are summarized along with commonly used methods to depict directional information in an image format.

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