血流动力学
机械
超弹性材料
流入
流出
计算流体力学
剪应力
心脏周期
流固耦合
颈动脉分叉
材料科学
剪切(地质)
流量(数学)
动脉壁
管腔(解剖学)
心脏病学
各向异性
分叉
结构工程
流体力学
计算
流体静力平衡
血流
喷射(流体)
静水压力
有限元法
地质学
几何学
医学
层流
压力(语言学)
血压
物理
作者
Sara Zambon,Valentina Mazzi,Karol Calò,Mariachiara Arminio,Sabrina Nocerino,Claudio Chiastra,David A. Steinman,Umberto Morbiducci,Diego Gallo
标识
DOI:10.1007/s10237-026-02103-4
摘要
The role of local hemodynamics on atherosclerosis at the carotid bifurcation has been the subject of study by computational fluid-dynamics (CFD) simulations for over three decades. Nevertheless, questions still swirl about the inherent rigid-wall assumption, especially with the introduction of increasingly predictive-but also increasingly intricate-hemodynamic parameters. Two-way-coupled fluid-structure interaction (FSI) simulations were performed on a cohort of 10 carotid bifurcations with ostensibly normal lumen geometries, along with CFD simulations assuming rigid arterial walls. In FSI simulations, carotid wall mechanical properties were assumed to be anisotropic via a fiber-reinforced hyperelastic material model, also accounting for prestress and external tissue support. Three-element Windkessel models were used to impose pressure conditions consistent with patient-specific measured inflow rates and outflow divisions. Maximum cross-sectional area changes over the cardiac cycle were generally less than 21%. Qualitatively, only small-to-moderate differences were observed between FSI and CFD simulations in terms of wall shear stress (WSS) and intravascular flow patterns. Quantitatively, median differences in the surface areas exposed to low time-averaged WSS (TAWSS), high oscillatory shear index (OSI) and topological shear variation index (TSVI) were 4.1%, 1.4%, and 2.3%, respectively, and co-localized satisfactorily (median similarity index: 0.83, 0.79, and 0.68, respectively). CFD simulations assuming arterial rigid walls are generally sufficient to adequately capture hemodynamic features of biological/clinical relevance, even for sensitive quantities like TSVI. However, the benefits of FSI for computation of structural quantities and the ability to explore the synergistic relationship between these quantities and hemodynamic stresses on the endothelium should not be overlooked.
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