摘要
建立了一个轴对称的狭窄锥缩刚性动脉模型.利用不可压缩的N-S方程作为计算的理论基础,采用有限差分方案进行数值分析.提供了3种狭窄程度下的管壁切应力分布曲线并进行了分析和比较,同时给出了模型M3(h R0=1 3)在一个流动周期内的流线图.结果显示狭窄附近的流场受到了干扰,特别是狭窄的喉部及其下游区域的流场,并且狭窄程度越严重,狭窄对流场的影响就越大.
A mathematical model of pulsating flow in a tapered rigid artery with an axially symmetric stenosis is established. The incompressible Navier-Stokes equation for the flow field is solved numerically and a finite difference scheme is used to implement the numerical calculation. The distributions of the wall shear stress with three stenosis severity( h/R0 = 1/4,1/3,1/2) are provided and discussd. The stream function contour with h/R0 = 1/3 is given. The result shows that the stenosis disturbs the flow flied in the vicinity of the stenosis, especially at the throat and in the downstream.
出处
《计算物理》
EI
CSCD
北大核心
2005年第4期351-357,共7页
Chinese Journal of Computational Physics
基金
Supported by the National Natural Science Foundation of Chinaunder Grant Nos10275099 and 10175096
关键词
脉动流
管壁切应力
狭窄锥缩动脉
数值分析
pulsating flow
wall shear stress
stenosis and tapered arteries
numerical analysis