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GEOMETRY GOVERNS MECHANICS OF CARDIOVASCULAR STENTS

机译:心血管支架的几何调控机制

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摘要

Cardiovascular stents are tubular lattice structures implanted into a stenosed artery to provide adequate lumen support and promote circulation. Commonly encountered complications are stent migration, Neolntimal Hyperplasia (NIH), and damage to the arterial wall. Central to all these problems is the mechanical response of a stent to forces operating in situ including stent-artery interaction. The influence of geometry or repetitive pattern of the stent upon its mechanical response is the subject of this study. We focus on damage to the arterial wall caused by the stent which can lead to eventual in-stent restenosis. Stent-artery compliance mismatch and longitudinal strain due to Poisson effect are hypothesized as the main contributing factors to restenosis. Finite Element Analysis (FEA) is employed to compare radial compliance and longitudinal strains of different stent geometries. Existing geometrical calculations in the literature [1] are applied to stents of different geometries to compute a non-dimensional NIH index. The main finding is that hybrid lattice stent designs exhibit negligible longitudinal strains (Poisson effect) as the stent expands/contracts during each Cardiac cycle. Wall stresses can be minimized though a careful tailoring of stent geometry.
机译:心血管支架是植入狭窄动脉的管状格子结构,以提供足够的管腔支撑并促进血液循环。常见的并发症是支架迁移,神经膜增生(NIH)和动脉壁损伤。所有这些问题的核心是支架对在原位运行的力(包括支架-动脉相互作用)的机械响应。支架的几何形状或重复图案对其机械响应的影响是本研究的主题。我们关注由支架引起的动脉壁损伤,这可能导致最终的支架内再狭窄。泊松效应引起的支架动脉顺应性失配和纵向应变被认为是引起再狭窄的主要因素。有限元分析(FEA)用于比较不同支架几何形状的径向柔度和纵向应变。文献[1]中的现有几何计算被应用于不同几何形状的支架以计算无量纲NIH指数。主要发现是,随着支架在每个心动周期中扩张/收缩,混合晶格支架设计的纵向应变(泊松效应)可忽略不计。通过仔细调整支架的几何形状,可以使壁应力最小化。

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