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Expansion Performance of Novel Balloon-expandable Stent for Tapered Vessel

机译:用于锥形容器的新型气球扩张支架的扩展性能

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摘要

In-stent restenosis still remains an obsession to cardiologist, especially in tapered vessels. In this paper, we designed a novel balloon-expandable stent for tapered vessel and proposed a finite element method (FEM) to study the expansion of the novel stent. The effect of stent design parameters on stent tapering and foreshortening were also researched. Results show that the radial displacement of stent proximal end was always larger than that of stent distal end during stent expansion, and the stent had a tapered shape as a whole after expansion. The degree of stent tapering observed increased with the expansion pressure increase. Besides, increasing the gradient of ring amplitude not only could increase the tapering degree of stent after expansion, but also could decrease stent foreshortening, improving the positioning accuracy after stent implantation. In conclusion, FEM can quantify expansion performance of novel balloon-expandable stents and help designers to devise and assess new stent designs for tapered vessel.
机译:支架再狭窄仍然是心脏病学家的痴迷,尤其是锥形血管。在本文中,我们设计了用于锥形容器的新颖球囊扩张式支架,并提出了有限元法(FEM)来研究新颖支架的扩张。还研究了支架设计参数对支架逐渐变细胞的影响。结果表明,支架近端的径向位移总是大于支架膨胀期间支架远端的径向位移,并且支架在膨胀后整体具有锥形。观察到的支架逐渐变细度随着膨胀压力增加而增加。此外,增加环振幅的梯度不仅可以增加膨胀后支架的锥度,而且可以降低支架缩短,从而提高支架植入后的定位精度。总之,有限元可以量化新型气球可扩展支架的扩展性能,并帮助设计人员设计和评估锥形血管的新支架设计。

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