Moyle Keri R, Antiga Luca, Steinman David A
Imaging Research Laboratories, Robarts Research Institute, London, Canada.
J Biomech Eng. 2006 Jun;128(3):371-9. doi: 10.1115/1.2187035.
Computational fluid dynamics tools are useful for their ability to model patient specific data relevant to the genesis and progression of atherosclerosis, but unavailable to measurement tools. The sensitivity of the physiologically relevant parameters of wall shear stress (WSS) and the oscillatory shear index (OSI) to secondary flow in the inlet velocity profiles was investigated in three realistic models of the carotid bifurcation.
Secondary flow profiles were generated using sufficiently long entrance lengths, to which curvature and helical pitch were added. The differences observed were contextualized with respect to effect of the uncertainty of the models' geometry on the same parameters.
The effects of secondary velocities in the inlet profile on WSS and OSI break down within a few diameters of the inlet. Overall, the effect of secondary inlet flow on these models was on average more than 3.5 times smaller than the effect of geometric variability, with 13% and 48% WSS variability induced by inlet secondary flow and geometric differences, respectively.
The degree of variation is demonstrated to be within the range of the other computational assumptions, and we conclude that given a sufficient entrance length of realistic geometry, simplification to fully developed axial (i.e., Womersley) flow may be made without penalty. Thus, given a choice between measuring three components of inlet velocity or a greater geometric extent, we recommend effort be given to more accurate and detailed geometric reconstructions, as being of primary influence on physiologically significant indicators.
计算流体动力学工具对于模拟与动脉粥样硬化的发生和发展相关的患者特定数据很有用,但测量工具无法做到这一点。在三个真实的颈动脉分叉模型中,研究了壁面剪应力(WSS)和振荡剪切指数(OSI)等生理相关参数对入口速度剖面中二次流的敏感性。
使用足够长的入口段生成二次流剖面,并添加曲率和螺旋节距。观察到的差异根据模型几何形状的不确定性对相同参数的影响进行了背景化分析。
入口剖面中的二次速度对WSS和OSI的影响在入口的几个管径范围内就会消失。总体而言,入口二次流对这些模型的影响平均比几何变异性的影响小3.5倍以上,入口二次流和几何差异分别导致WSS变异性为13%和48%。
变化程度被证明在其他计算假设的范围内,我们得出结论,在给定足够长的真实几何形状入口段的情况下,可以简化为充分发展的轴向(即沃默斯利)流而不会有损失。因此,在测量入口速度的三个分量或更大的几何范围之间进行选择时,我们建议努力进行更准确和详细的几何重建,因为这对生理上重要的指标具有主要影响。