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论血液流变学对于颈动脉分叉体循环模型中整体流动的重要性。

On the importance of blood rheology for bulk flow in hemodynamic models of the carotid bifurcation.

机构信息

Department of Mechanics, Politecnico di Torino, Corso Duca degli Abruzzi, 24, 10129 Turin, Italy.

出版信息

J Biomech. 2011 Sep 2;44(13):2427-38. doi: 10.1016/j.jbiomech.2011.06.028. Epub 2011 Jul 12.

Abstract

Here we present a study on the impact of assumptions on image-based hemodynamic simulations of healthy carotid bifurcations. In particular, we evaluate to which extent assumptions on blood rheology influence bulk flow features, driven by the fact that few studies have provided adequate insights into the influence of assumptions to confidently model the 4D hemodynamics within the bifurcation. The final goal is to complement, integrate and extend with a quantitative characterization of the bulk flow the description currently adopted to classify altered hemodynamics, which is based on wall shear stress (WSS). Hemodynamic simulations of two image-based carotid bifurcation geometries were carried out assuming a reference Newtonian viscosity, two non-Newtonian rheology models and Newtonian viscosities based on characteristic shear rates. WSS-based and Lagrangian-based metrics for helical flow quantification and for vorticity dynamics quantification were calculated. Our findings suggest that the assumption of Newtonian rheology: (1) could be reasonable for bulk flow metrics (differences from non-Newtonian behavior are lower than 10%); (2) influences at different levels the WSS-based indicators, depending on the bifurcation model, even if in our study it is lower than the major source of uncertainty as recognized by the literature (i.e., uncertainty on geometry reconstruction).

摘要

我们在此介绍一项关于假设对健康颈动脉分叉体血流动力学模拟影响的研究。具体而言,我们评估了血液流变学假设在多大程度上影响整体流动特征,因为很少有研究充分了解假设对在分叉处建模 4D 血流动力学的影响,从而无法自信地建模。最终目标是补充、整合并扩展整体流动的定量描述,目前采用壁面切应力 (WSS) 来对改变的血流动力学进行分类。对两个基于图像的颈动脉分叉几何形状进行了血流动力学模拟,假设采用参考牛顿粘度、两种非牛顿流变学模型和基于特征剪切率的牛顿粘度。计算了基于 WSS 和拉格朗日的螺旋流量化和涡动力学量化的指标。我们的研究结果表明,牛顿流变学的假设:(1) 对于整体流动指标可能是合理的(与非牛顿行为的差异低于 10%);(2) 根据分叉模型,在不同层面上影响基于 WSS 的指标,尽管在我们的研究中,它低于文献中公认的主要不确定性源(即,几何重建的不确定性)。

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