Han Hai-Chao
Department of Mechanical Engineering, University of Texas at San Antonio, Biomedical Engineering Program, UTSA-UTHSCSA, San Antonio, TX 78249, USA.
Mol Cell Biomech. 2009 Jun;6(2):93-9.
Though tortuosity and kinking are often observed in various arteries and arterioles, little is known about the underlying mechanisms. This paper presents a biomechanical analysis of bent buckling in long arterial segments with a small initial curvature using a thick-walled elastic cylindrical arterial model. The critical buckling pressure was established as a function of wall stiffness, wall dimensions, and the axial tension (or axial stretch ratio). The effects of both wall dimensions and axial stretch ratio on the critical pressure, as well as the thin-walled approximation were discussed. The buckling equation sheds light on the biomechanical mechanism of artery tortuosity and provides guidance for the development of new techniques to treat and prevent artery tortuosity and kinking.
尽管在各种动脉和小动脉中经常观察到血管迂曲和扭结现象,但对其潜在机制却知之甚少。本文使用厚壁弹性圆柱形动脉模型,对具有小初始曲率的长动脉段的弯曲屈曲进行了生物力学分析。确定了临界屈曲压力与壁刚度、壁尺寸和轴向张力(或轴向拉伸比)的函数关系。讨论了壁尺寸和轴向拉伸比对临界压力的影响以及薄壁近似。屈曲方程揭示了动脉迂曲的生物力学机制,并为治疗和预防动脉迂曲和扭结的新技术开发提供了指导。