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Numerical blood flow simulation with predefined artery movement

机译:通过预定义的动脉运动进行数值血流模拟

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In this study, the blood flow in human arteries is modelled. Three dimensional artery geometry is used as the model domain. The geometric model is generated using several parameters of arteries such as radius, length and curvature. After the geometry is determined, blood flow and wall movement models are constructed. For blood flow, Navier-Stokes equations are solved under the assumptions of Newtonian, incompressible flow and constant viscosity. For artery movement, elastic, homogeneous and isotropic material assumptions are implemented. Blood flow and artery movement models are coupled and solved together. The average pressure value acquired from flow model is set as the loading condition of artery movement. The displacement of artery is used to produce new geometry of flow model for the next time step. At the entrance of the artery, Womersley velocity profile is used. This profile is generated using the flow rate data obtained by experimental studies. Thus, the mechanical properties of blood flow such as velocity profiles, wall shear stress and pressure distribution in arteries are investigated. Initial results reveal that that blood flow — artery wall movement coupling model allows to relate the development of vortices, low wall shear stress zones and others to the cardiovascular diseases.
机译:在这项研究中,对人体动脉的血流进行了建模。三维动脉几何形状用作模型域。使用动脉的几个参数(例如半径,长度和曲率)生成几何模型。确定几何形状后,将构建血液流动和壁运动模型。对于血流,在牛顿,不可压缩流量和恒定粘度的假设下求解Navier-Stokes方程。对于动脉运动,采用弹性,均质和各向同性的假设。血流和动脉运动模型耦合并一起求解。从流动模型获取的平均压力值设置为动脉运动的负荷条件。动脉的位移用于为下一时间步骤生成新的流动模型几何形状。在动脉入口处,使用Womersley速度分布图。使用通过实验研究获得的流速数据生成此轮廓。因此,研究了血流的机械特性,例如速度分布,壁切应力和动脉中的压力分布。初步结果表明,血流-动脉壁运动耦合模型可以将涡旋,低壁切应力区和其他疾病的发展与心血管疾病联系起来。

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