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Coronary stenting: From optical coherence tomography to fluid dynamic simulations

机译:冠状动脉支架置入术:从光学相干断层扫描到流体动力学模拟

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The presence of stents within coronary arteries alters the hemodynamic condition. Computational fluid dynamics (CFD) simulations offer the possibility to study local hemodynamics of a stented artery to identify the stimuli of instent restenosis, i.e. the local reduction of lumen size after stent deployment. The results of CFD simulations are more accurate when the analyses are performed with a model reproducing real in vivo conditions. For this purpose, optical coherence tomography (OCT) is a promising tool to reconstruct 3D geometries of stented coronary arteries, due to its higher resolution compared to the other imaging techniques. In the present work a reconstruction method of stented coronary bifurcation geometrical models starting from OCT images was developed. An OCT exam performed in a stented coronary bifurcation silicone sample was considered. The vessel and the stent were reconstructed separately, and then they were merged together. Vessel reconstruction was performed with a semi-automatic process: the main branch was reconstructed by fitting the lumen boundary with ellipses and subsequently by creating a mesh of the vessel; the side branch was created like an ideal cylinder. Stent struts were identified with an automatic algorithm; then, the stent was reconstructed in a manual way. After the creation of the 3D geometry of the bifurcation, a transient fluid dynamic simulation was carried out. CFD results showed that the highest risk of restenosis is located in the region near the bifurcation.
机译:冠状动脉内支架的存在会改变血液动力学状况。计算流体动力学(CFD)模拟为研究支架动脉的局部血流动力学提供了可能,以识别支架内再狭窄的刺激,即支架部署后管腔大小的局部减小。当使用可再现真实体内条件的模型进行分析时,CFD模拟的结果将更加准确。为此,光学相干断层扫描(OCT)是重建支架冠状动脉3D几何形状的有前途的工具,因为与其他成像技术相比,它具有更高的分辨率。在本工作中,开发了一种从OCT图像开始的带支架冠状动脉分叉几何模型的重建方法。考虑在支架置入的冠状动脉分叉硅树脂样品中进行的OCT检查。分别对血管和支架进行重建,然后将它们融合在一起。血管重建是通过半自动过程进行的:通过将椭圆形与管腔边界拟合,然后创建血管网,来重建主分支。侧分支的创建就像一个理想的圆柱体。用自动算法识别支架撑杆;然后,以手动方式重建支架。在创建分叉的3D几何形状之后,进行了瞬态流体动力学仿真。 CFD结果表明,再狭窄的最高风险位于分叉附近。

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