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首页> 外文期刊>Communications in Numerical Methods in Engineering >Geometrical effects in the hemodynamics of stenotic and non‐stenotic left coronary arteries—numerical and in vitro approaches
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Geometrical effects in the hemodynamics of stenotic and non‐stenotic left coronary arteries—numerical and in vitro approaches

机译:狭窄和非狭窄左冠状动脉 - 数值和体外方法的血流动力学中的几何效应

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摘要

Atherosclerosis is a common cardiovascular disease found in the left coronary artery (LCA), closely linked to local hemodynamic, which, in turn, is highly influenced by the artery geometry. The hemodynamics in the LCA was studied in a patient-specific geometry without any sign of disease using both numerical and in vitro approaches. The influence of non-planarity was evaluated through two models of the patient-specific LCA that deviate from its original geometry in their planarity. Afterwards, in all models, irregular stenoses were created by a procedure in which the stenosis emerges by diffusion from low wall shear stress (WSS) areas. The WSS distribution and flow patterns were evaluated in all the models. The experimental results validate the numerical code developed to study the blood flow assuming a steady state Newtonian behavior. Comparison between the planar and non-planar idealized LCA revealed no significant differences in low WSS regions forming stenotic regions with identical shape. In the patient-specific LCA, the low WSS regions are not consistent with the idealized models leading to a different stenosis shape. The results revealed that the non-planarity has an unquestionable effect in helicity. It was also demonstrated that eccentricity of the vessels cross section and the position of the apex in relation to the axis of the parent branch contribute to the flow patterns observed. Numerical results of pulsatile blood flow assuming a non-Newtonian behavior, in the patient-specific LCA, reinforce the non-planarity effect in local hemodynamics.
机译:动脉粥样硬化是在左冠状动脉(LCA)中发现的常见心血管疾病,与局部血液动力学紧密相关,这反过来又受动脉几何体的高度影响。在患者特定的几何中研究了LCA中的血流动力学,没有任何疾病的迹象,使用数值和体外方法。通过两种患者特异性LCA的模型评估非平面性的影响,该模型偏离其平面性的原始几何形状。之后,在所有模型中,通过从低壁剪切应力(WSS)区域的扩散出现的过程产生不规则的狭窄。在所有模型中评估WSS分发和流量模式。实验结果验证了开发的数值代码,以研究血流假设稳态牛顿行为。平面和非平面理想LCA之间的比较显示出具有相同形状的狭窄区域的低WSS区域没有显着差异。在患者特异性LCA中,低WSS区域与导致不同狭窄形状的理想模型不一致。结果表明,非平面性在肝脏中具有毫无疑问的效果。还证明了容器横截面的偏心率和顶点的位置相对于父分支的轴线有助于观察到的流动模式。假设非牛顿行为的脉动血流的数值结果,在患者特异性LCA中,增强了局部血流动力学中的非平坦性效应。

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