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具有解剖学真实感的狭窄颈动脉分叉处磁共振血管造影的数值模拟。

Numerical simulation of magnetic resonance angiographies of an anatomically realistic stenotic carotid bifurcation.

作者信息

Lorthois Sylvie, Stroud-Rossman Jenn, Berger Stanley, Jou Liang-Der, Saloner David

机构信息

Institut de Mécanique des Fluides de Toulouse, Groupe d'Etude sur les Milieux Poreux, Allés du Professeur Camille Soula, 31400 Toulouse Cedex, France.

出版信息

Ann Biomed Eng. 2005 Mar;33(3):270-83. doi: 10.1007/s10439-005-1730-1.

Abstract

Magnetic Resonance Angiography (MRA) has become a routine imaging modality for the clinical evaluation of obstructive vascular disease. However, complex circulatory flow patterns, which redistribute the Magnetic Resonance (MR) signal in a complicated way, may generate flow artifacts and impair image quality. Numerical simulation of MRAs is a useful tool to study the mechanisms of artifactual signal production. The present study proposes a new approach to perform such simulations, applicable to complex anatomically realistic vascular geometries. Both the Navier-Stokes and the Bloch equations are solved on the same mesh to obtain the distribution of modulus and phase of the magnetization. The simulated angiography is subsequently constructed by a simple geometric procedure mapping the physical plane into the MRA image plane. Steady bidimensional numerical simulations of MRAs of an anatomically realistic severely stenotic carotid artery bifurcation are presented, for both time-of-flight and contrast-enhanced imaging modalities. These simulations are validated by qualitative comparison with flow phantom experiments performed under comparable conditions.

摘要

磁共振血管造影(MRA)已成为用于阻塞性血管疾病临床评估的常规成像方式。然而,复杂的循环血流模式会以复杂的方式重新分布磁共振(MR)信号,可能产生流动伪影并损害图像质量。MRA的数值模拟是研究伪影信号产生机制的有用工具。本研究提出了一种进行此类模拟的新方法,适用于复杂的解剖学真实血管几何形状。在同一网格上求解纳维-斯托克斯方程和布洛赫方程,以获得磁化强度的模量和相位分布。随后通过将物理平面映射到MRA图像平面的简单几何程序构建模拟血管造影。针对时间飞跃和对比增强成像方式,给出了具有解剖学真实性的严重狭窄颈动脉分叉处MRA的二维稳态数值模拟结果。通过与在可比条件下进行的流动模型实验进行定性比较,验证了这些模拟结果。

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