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Numerical investigation of the blood flow through the middle cerebral artery

机译:脑中动脉血流的数值研究

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Introduction: The middle cerebral artery (MCA) is one of the three major paired arteries that supply the blood to the cerebrum. In the present study, the three-dimensional (3D) blood flow in the left MCA was numerically simulated by using the medical imaging. Methods: The arterial geometry was obtained by applying the CT angiography of the MCA of a 75-year-old man. The blood flow was assumed to be laminar and unsteady. Numerical simulations were done by commercial software package COMSOL Multiphysics 5.2. In this software, the Galerkina??s finite element method was applied to solve the governing equations. Results: It was found that the results obtained for the Newtonian and non-Newtonian models of blood do not differ from each other significantly. Thus, the Newtonian model for blood flow in the MCA is acceptable. Also, the most susceptible region of the MCA for Atherosclerosis was detected. Conclusion: It can be concluded that the application of the Newtonian model for the blood flowing in the MCA is acceptable. Also, atherosclerosis has the potential to occur at the middle of a branch of the MCA which has the highest geometrical curvature.
机译:简介:大脑中动脉(MCA)是将血液供应到大脑的三对主要动脉之一。在本研究中,通过使用医学成像对左MCA中的三维(3D)血流进行了数值模拟。方法:通过应用75岁男性MCA的CT血管造影术获得动脉的几何形状。假定血流为层流且不稳定。数值模拟是通过商业软件包COMSOL Multiphysics 5.2进行的。在该软件中,采用了Galerkina的有限元方法来求解控制方程。结果:发现对于牛顿和非牛顿血液模型获得的结果彼此之间没有显着差异。因此,MCA中血流的牛顿模型是可以接受的。另外,还检测到MCA最容易引起动脉粥样硬化的区域。结论:可以得出结论,牛顿模型适用于MCA中的血液流动。而且,动脉粥样硬化可能发生在具有最高几何曲率的MCA分支的中间。

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