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磁化转移诱导的双指数纵向弛豫。

Magnetization transfer induced biexponential longitudinal relaxation.

作者信息

Prantner Andrew M, Bretthorst G Larry, Neil Jeffrey J, Garbow Joel R, Ackerman Joseph J H

机构信息

Department of Radiology, Washington University School of Medicine, St Louis, Missouri 63110, USA.

出版信息

Magn Reson Med. 2008 Sep;60(3):555-63. doi: 10.1002/mrm.21671.

Abstract

Longitudinal relaxation of brain water (1)H magnetization in mammalian brain in vivo is typically analyzed on a per-voxel basis using a monoexponential model, thereby assigning a single relaxation time constant to all (1)H magnetization within a given voxel. This approach was tested by obtaining inversion recovery (IR) data from gray matter of rats at 64 exponentially spaced recovery times. Using Bayesian probability for model selection, brain water data were best represented by a biexponential function characterized by fast and slow relaxation components. At 4.7T, the amplitude fraction of the rapidly relaxing component is 3.4% +/- 0.7% with a rate constant of 44 +/- 12 s(-1) (mean +/- SD; 174 voxels from four rats). The rate constant of the slow relaxing component is 0.66 +/- 0.04 s(-1). At 11.7T, the corresponding values are 6.9% +/- 0.9%, 19 +/- 5 s(-1), and 0.48 +/- 0.02 s(-1) (151 voxels from four rats). Several putative mechanisms for biexponential relaxation behavior were evaluated, and magnetization transfer (MT) between bulk water protons and nonaqueous protons was determined to be the source of biexponential longitudinal relaxation. MR methods requiring accurate quantification of longitudinal relaxation may need to take this effect explicitly into account.

摘要

哺乳动物脑内活体脑水(1)H 磁化的纵向弛豫通常使用单指数模型在体素基础上进行分析,从而为给定体素内的所有(1)H 磁化赋予一个单一的弛豫时间常数。通过在 64 个指数间隔的恢复时间从大鼠灰质获取反转恢复(IR)数据来测试这种方法。使用贝叶斯概率进行模型选择,脑水数据最好由具有快速和慢速弛豫成分的双指数函数表示。在 4.7T 时,快速弛豫成分的幅度分数为 3.4%±0.7%,速率常数为 44±12 s⁻¹(平均值±标准差;来自四只大鼠的 174 个体素)。慢速弛豫成分的速率常数为 0.66±0.04 s⁻¹。在 11.7T 时,相应的值为 6.9%±0.9%、19±5 s⁻¹和 0.48±0.02 s⁻¹(来自四只大鼠的 151 个体素)。评估了双指数弛豫行为的几种假定机制,并且确定体水质子与非水质子之间的磁化传递(MT)是双指数纵向弛豫的来源。需要准确量化纵向弛豫的磁共振方法可能需要明确考虑这种效应。

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