Kandangwa Pratik, Torii Ryo, Gatehouse Peter D, Sherwin Spencer J, Weinberg Peter D
Department of Bioengineering, London, United Kingdom.
Department of Aeronautics, Imperial College London, London, United Kingdom.
Front Bioeng Biotechnol. 2022 Aug 9;10:962687. doi: 10.3389/fbioe.2022.962687. eCollection 2022.
The patchy distribution of atherosclerosis within the arterial system is consistent with a controlling influence of hemodynamic wall shear stress (WSS). Patterns of low, oscillatory and transverse WSS have been invoked to explain the distribution of disease in the aorta. Disease of coronary arteries has greater clinical importance but blood flow in these vessels may be complicated by their movement during the cardiac cycle. Previous studies have shown that time average WSS is little affected by the dynamic geometry, and that oscillatory shear is influenced more. Here we additionally investigate effects on transverse WSS. We also investigate the influence of non-Newtonian blood rheology as it can influence vortical structure, on which transverse WSS depends; Carreau-Yasuda models were used. WSS metrics were derived from numerical simulations of blood flow in a model of a moving right coronary artery which, together with a subject-specific inflow waveform, was obtained by MR imaging of a healthy human subject in a previous study. The results confirmed that time average WSS was little affected by dynamic motion and that oscillatory WSS was more affected. They additionally showed that transverse WSS and its non-dimensional analogue, the Cross Flow Index, were affected still further. This appeared to reflect time-varying vortical structures caused by the changes in curvature. The influence of non-Newtonian rheology was significant with some physiologically realistic parameter values, and hence may be important in certain subjects. Dynamic geometry and non-Newtonian rheology should be incorporated into models designed to produce maps of transverse WSS in coronary arteries.
动脉粥样硬化在动脉系统中的斑块状分布与血流动力学壁面切应力(WSS)的控制作用一致。低、振荡性和横向WSS模式已被用来解释主动脉中疾病的分布。冠状动脉疾病具有更大的临床重要性,但这些血管中的血流可能因其在心动周期中的运动而变得复杂。先前的研究表明,时间平均WSS受动态几何形状的影响较小,而振荡切应力受影响更大。在此,我们还研究了对横向WSS的影响。我们还研究了非牛顿血液流变学的影响,因为它会影响横向WSS所依赖的涡旋结构;使用了卡罗厄-亚苏达模型。WSS指标源自对一条运动的右冠状动脉模型中血流的数值模拟,该模型与特定个体的流入波形一起,是通过对一名健康人类受试者进行磁共振成像在前一项研究中获得的。结果证实,时间平均WSS受动态运动的影响较小,而振荡WSS受影响更大。此外,结果还表明,横向WSS及其无量纲类似物交叉流指数受影响更大。这似乎反映了由曲率变化引起的随时间变化的涡旋结构。在一些生理现实的参数值下,非牛顿流变学的影响显著,因此在某些个体中可能很重要。动态几何形状和非牛顿流变学应纳入旨在生成冠状动脉横向WSS图谱的模型中。