Numerical study of spatial-temporal evolution of the secondary flow in the models of a common carotid artery

Yakov A. Gataulin, Dmitri K. Zaitsev, Evgueni M. Smirnov, Andrey D. Yukhnev
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引用次数: 3

Abstract

A numerical study of the secondary flow in two geometrically different models of a common carotid artery has been carried out. One of the models (Model 1) is characterized by a statistically averaged curvature, and the second one (Model 2) is attributed to the maximal curvature of the artery. It was shown that the most intensive swirl occurred at the phase of flow rate decreasing, the maximum values of the swirl parameters were observed at the interface of the cervical and thoracic segments of the artery. This interface is the place where the Dean vortices are transformed into a single vortex forming a swirling flow. The swirl intensity averaged over the systole and characterized by the ratio of the maximal values of the axial and circumferential velocities was evaluated as 0.20 for Model 1 and 0.25 for Model 2. Generally, it was in accordance with the data of clinical measurements.

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颈总动脉二次流时空演化的数值研究
本文对颈总动脉两种几何形状不同模型的二次流进行了数值研究。其中一个模型(模型1)以统计平均曲率为特征,第二个模型(模型2)归因于动脉的最大曲率。结果表明,在血流速率减小的阶段,旋流强度最大,旋流参数的最大值出现在颈、胸段动脉交界处。在这个界面上,迪安涡旋转变成一个单一的涡旋,形成旋涡流。以轴向速度和周向速度最大值之比为特征的旋流强度在收缩期的平均值为0.20,在模型1和模型2中分别为0.25。一般与临床测量数据一致。
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