动脉壁弹性对狭窄颈动脉血流动力学因素的影响

Muhamed Albadawi, Yasser Abuouf, Mahmoudi Ahmed
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引用次数: 1

摘要

颈动脉是将含氧血液输送到大脑和面部的主要血管。动脉粥样硬化是一种以血管进行性收缩为特征的主要动脉疾病。它的发生是由于胆固醇和脂质沉积在动脉内层下面,这被称为狭窄。颈动脉狭窄引起严重影响,被认为是大多数国家发病率和死亡率的主要原因之一。狭窄的存在对血流动力学因素有显著影响。通过壁面弹性增加动脉壁面响应,可以获得更准确、更真实的血流特性。在本研究中,通过双向流固相互作用(FSI)将动脉壁弹性考虑到所建立的模型中来计算血流动力学。此外,血液动力学因素将用于研究刚性和弹性动脉壁的流动特性和颞部血液反应。为了估计血液动力学因素,考虑了具有现实边界条件的三维重建患者特定颈动脉几何形状。因此,建立了包括脉动血流条件下非牛顿careau血流黏度模型在内的三维综合模型。双向FSI程序通过应用任意拉格朗日-欧拉(ALE)公式来计算动脉反应来执行。结果表明,与刚性动脉壁反应相比,FSI在研究导致低剪切应力、压力梯度和速度分布的血流动力学因素方面具有至关重要的作用。计算流体动力学(CFD)的有效使用有可能通过将动脉壁和颞叶血液反应添加到所开发的模型中来阐明狭窄严重程度的评估。
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Influence of Arterial Wall Elasticity on Blood Flow Dynamic Factors of Stenotic Carotid Artery
Carotid artery is the major blood vessel which carries oxygenated blood to the brain and the face. Atherosclerosis is a major arterial disease characterized by a progressive contraction of the blood vessel. It occurs due to the deposition of cholesterol and lipids beneath the internal layer of the artery which is called stenosis. Carotid artery stenosis causes serious implications which considered one of the leading causes of morbidity and mortality in most countries. The existence of stenosis had a significant effect on the blood flow dynamic factors. Adding the arterial wall response through the wall elasticity will achieve more accurate and realistic flow characteristics. In this study, the arterial wall elasticity through two-way Fluid-Structure Interaction (FSI) was considered to the developed model to calculate the blood flow dynamics. Moreover, blood dynamic factors will be used to investigate the flow characteristics with rigid and elastic arterial wall and temporal blood responses. To estimate the blood dynamic factors, a three-dimensional reconstructed patient-specific carotid artery geometry with realistic boundary conditions is considered. Hence, a three-dimensional comprehensive model including the non-Newtonian Carreau blood flow viscosity model under pulsatile flow conditions is developed. The two-way FSI procedure was performed by applying an arbitrary Lagrangian-Eulerian (ALE) formulation to calculate the arterial response. Results indicated that using FSI has a crucial role in investigating the blood flow dynamic factors which resulted in low shear stress, pressure gradient, and velocity distribution comparing to the rigid arterial wall response. The efficient use of Computational Fluid Dynamics (CFD) has the potential to shed light on the assessment of the stenosis severity by adding the arterial wall and temporal blood response to the developed model.
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