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使用电影相位对比磁共振成像对血管壁循环应变进行定量分析。

Quantification of vessel wall cyclic strain using cine phase contrast magnetic resonance imaging.

作者信息

Draney Mary T, Herfkens Robert J, Hughes Thomas J R, Pelc Norbert J, Wedding Kristin L, Zarins Christopher K, Taylor Charles A

机构信息

Department of Mechanical Engineering, Stanford University, Stanford, CA, USA.

出版信息

Ann Biomed Eng. 2002 Sep;30(8):1033-45. doi: 10.1114/1.1513566.

Abstract

In vivo quantification of vessel wall cyclic strain has important applications in physiology and disease research and the design of intravascular devices. We describe a method to calculate vessel wall strain from cine PC-MRI velocity data. Forward-backward time integration is used to calculate displacement fields from the velocities, and cyclic Green-Lagrange strain is computed in segments defined by the displacements. The method was validated using a combination of in vitro cine PC-MRI and marker tracking studies. Phantom experiments demonstrated that wall displacements and strain could be calculated accurately from PC-MRI velocity data, with a mean displacement difference of 0.20 +/- 0.16 mm (pixel size 0.39 mm) and a mean strain difference of 0.01 (strain extent 0.20). A propagation of error analysis defined the relationship between the standard deviations in displacements and strain based on original segment length and strain magnitude. Based on the measured displacement standard deviation, strain standard deviations were calculated to be 0.015 (validation segment length) and 0.045 (typical segment length). To verify the feasibility of using this method in vivo, cyclic strain was calculated in the thoracic aorta of a normal human subject. Results demonstrated nonuniform deformation and circumferential variation in cyclic strain, with a peak average strain of 0.08 +/- 0.11.

摘要

血管壁循环应变的体内定量在生理学、疾病研究以及血管内装置设计中具有重要应用。我们描述了一种从电影相位对比磁共振成像(cine PC-MRI)速度数据计算血管壁应变的方法。采用前后时间积分从速度计算位移场,并在由位移定义的节段中计算循环格林-拉格朗日应变。该方法通过体外cine PC-MRI和标记跟踪研究相结合进行了验证。模型实验表明,可从PC-MRI速度数据准确计算壁位移和应变,平均位移差为0.20±0.16毫米(像素大小0.39毫米),平均应变差为0.01(应变范围0.20)。误差传播分析确定了基于原始节段长度和应变大小的位移和应变标准差之间的关系。根据测得的位移标准差,计算出应变标准差为0.015(验证节段长度)和0.045(典型节段长度)。为验证该方法在体内应用的可行性,在一名正常人体受试者的胸主动脉中计算了循环应变。结果表明存在不均匀变形和循环应变的周向变化,平均峰值应变为0.08±0.11。

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