瓣膜环内双层瓣膜支架连接结构的力学分析

Ke Dong, Zhaoming He
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摘要

背景:本研究针对二尖瓣修复手术失败的问题,建立了一种新型人工二尖瓣瓣环模型和新型双层二尖瓣。瓣环内心室固定支架的适当数量和长度以及植入深度会导致内外支架层的应力和应变发生变化。方法:通过有限元分析建立支架的压缩和自膨胀模型。通过设定心室固定支架的长度和数量以及植入深度来分析应力和应变的变化。结果:当仅受血压等因素影响时,在右后环区域,带有三根和六根心室固定支柱的支架结构的最大应力分别为 476 兆帕和 222 兆帕。在植入深度为 0、0.5、1 和 2 毫米时,最大应力位于外支架的左后环区域,分别为 740、697、709 和 742 兆帕,内支架的最大位移均位于后环的右后心室固定支柱区域,分别为 3.71、3.10、2.48 和 1.87 毫米。在三心室和六心室固定支柱支架中,当心室固定支柱长度为 3、4 和 5 毫米时,最大应力分别为 570、557 和 621 兆帕以及 674、666 和 644 兆帕。结论适当增加心室固定支柱的数量可以有效减少支架在体内的损伤,而且不同植入深度对支架的损伤相对一致;但是,支架后环的右侧特别容易受到损伤。然而,如果植入深度较低,则对内部支架的影响会更大。随着心室固定支架数量的增加,支架长度的变化对支架损坏的影响相对稳定。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Mechanical Analysis of the Connection Structure of a Double-Layered Valve Stent within an Annuloplasty Ring
Background: In this study, to address the failure of mitral valve repair surgery, a novel valve-in-ring model for an artificial mitral valve annuloplasty ring and a new double-layer mitral valve were established. A suitable number and length of ventricular fixation struts within the annuloplasty ring, as well as the implantation depth, result in variations in stress and strain for the inner and outer stent layers. Methods: The compression and self-expansion model of the stent was established via finite element analysis. The changes in stress and strain were analyzed by setting the length and number of the ventricular fixed struts and implantation depth. Results: When only affected by factors such as blood pressure, the maximum stresses of stent structures with three and six ventricular fixed struts are 476 and 222 MPa, respectively, in the right posterior annular region. At implantation depths of 0, 0.5, 1, and 2 mm, the maximum stresses are located in the left posterior annular region of the outer stent and are 740, 697, 709, and 742 MPa, respectively, and the maximum displacements of the inner stent are all in the right posterior ventricular fixed strut region of the posterior annulus and are 3.71, 3.10, 2.48, and 1.87 mm, respectively. In the three and six ventricular fixed strut stents, when the ventricular fixed strut length is 3, 4, and 5 mm, the maximum stresses are 570, 557, and 621 MPa and 674, 666, 644 MPa, respectively. Conclusions: Appropriately increasing the number of ventricular fixed struts can effectively reduce damage to the stent inside the body, and the damage to the stent is relatively consistent across different implantation depths; however, the right side of the stent's posterior annulus is particularly susceptible to damage. However, if the implantation depth is lower, the impact on the inner stent will be more significant. As the number of ventricular fixed struts increases, the strut length variation has a relatively stable impact on stent damage.
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