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动脉在脉动压力下的力学屈曲。

Mechanical buckling of artery under pulsatile pressure.

机构信息

Department of Mechanical Engineering, University of Texas at San Antonio, San Antonio, TX 78249, USA.

出版信息

J Biomech. 2012 Apr 30;45(7):1192-8. doi: 10.1016/j.jbiomech.2012.01.035. Epub 2012 Feb 21.

Abstract

Tortuosity that often occurs in carotid and other arteries has been shown to be associated with high blood pressure, atherosclerosis, and other diseases. However the mechanisms of tortuosity development are not clear. Our previous studies have suggested that arteries buckling could be a possible mechanism for the initiation of tortuous shape but artery buckling under pulsatile flow condition has not been fully studied. The objectives of this study were to determine the artery critical buckling pressure under pulsatile pressure both experimentally and theoretically, and to elucidate the relationship of critical pressures under pulsatile flow, steady flow, and static pressure. We first tested the buckling pressures of porcine carotid arteries under these loading conditions, and then proposed a nonlinear elastic artery model to examine the buckling pressures under pulsatile pressure conditions. Experimental results showed that under pulsatile pressure arteries buckled when the peak pressures were approximately equal to the critical buckling pressures under static pressure. This was also confirmed by model simulations at low pulse frequencies. Our results provide an effective tool to predict artery buckling pressure under pulsatile pressure.

摘要

在颈动脉和其他动脉中经常出现的迂曲与高血压、动脉粥样硬化和其他疾病有关。然而,迂曲发展的机制尚不清楚。我们之前的研究表明,动脉屈曲可能是迂曲形状开始的一种可能机制,但脉动流条件下的动脉屈曲尚未得到充分研究。本研究的目的是确定脉动压力下动脉的临界屈曲压力,包括实验和理论两方面,并阐明脉动流、稳态流和静态压力下的临界压力之间的关系。我们首先测试了猪颈动脉在这些加载条件下的屈曲压力,然后提出了一个非线性弹性动脉模型来研究脉动压力下的屈曲压力。实验结果表明,在脉动压力下,当峰值压力大约等于静态压力下的临界屈曲压力时,动脉会发生屈曲。在较低的脉冲频率下,模型模拟也证实了这一点。我们的结果为预测脉动压力下的动脉屈曲压力提供了一种有效的工具。

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本文引用的文献

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Effects of Geometric Variations on the Buckling of Arteries.几何变化对动脉屈曲的影响。
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Effects of elastin degradation and surrounding matrix support on artery stability.弹性蛋白降解及周围基质支撑对动脉稳定性的影响。
Am J Physiol Heart Circ Physiol. 2012 Feb 15;302(4):H873-84. doi: 10.1152/ajpheart.00463.2011. Epub 2011 Dec 9.
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A Nonlinear Thin-Wall Model for Vein Buckling.一种用于静脉屈曲的非线性薄壁模型。
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Mechanical buckling of veins under internal pressure.静脉在内部压力下的力学屈曲。
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