首页> 外文会议>ASME(American Society of Mechanical Engineers) International Mechanical Engineering Congress: Advances in Bioengineering; 20031115-20031121; Washington,DC; US >AN EXPERIMENTAL AND ANALYTICAL EVALUATION OF THE NONLINEAR VISCOELASTIC PROPERTIES OF THE HEALING MEDIAL COLLATERAL LIGAMENT IN A GOAT MODEL
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AN EXPERIMENTAL AND ANALYTICAL EVALUATION OF THE NONLINEAR VISCOELASTIC PROPERTIES OF THE HEALING MEDIAL COLLATERAL LIGAMENT IN A GOAT MODEL

机译:山羊模型中内侧正中韧带愈合的非线性粘弹性特性的实验和分析评价

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摘要

The medial collateral ligament (MCL) is one of the most frequently injured ligaments in the knee. Although it can heal spontaneously after rupture, laboratory studies have shown that the mechanical properties of the healing MCL remain inferior to normal forup to two years after injury (1). Additionally, the healing MCL has been shown to display increased amounts of stress relaxation and creep (2). In order to more completely describe the viscoelastic properties of healing ligaments, we propose to use the Quasi-Linear Viscoelastic (QLV) theory formulated by Fung (1972). This theory has been used to successfully describe the viscoelastic properties of many soft-tissues (3). Recently, our research center has developed an improved approach to determine the constants describing the QLV theory based on data collected from a stress relaxation experiment that utilizes a slow strain rate during loading. This approach allows for experimental errors that commonly result from fast strain rates to be avoided (ex. overshoot) (4). Therefore, the objective of this study were to use this new approach to determine the constants describing the quasi-linear viscoelastic behavior of the healing goat MCL at 12 weeks after injury.
机译:内侧副韧带(MCL)是膝盖中受伤最频繁的韧带之一。尽管它可以在破裂后自发愈合,但实验室研究表明,愈合后的MCL的机械性能在受伤后的两年内仍低于正常水平(1)。此外,已显示出愈合的MCL显示出更多的应力松弛和蠕变(2)。为了更完整地描述愈合韧带的粘弹性,我们建议使用Fung(1972)提出的准线性粘弹性(QLV)理论。该理论已被成功用于描述许多软组织的粘弹性(3)。最近,我们的研究中心开发了一种改进的方法,可以基于从应力松弛实验收集的数据确定描述QLV理论的常数,该应力松弛实验在加载过程中利用了缓慢的应变速率。这种方法可以避免通常因快速应变速率而导致的实验误差(例如过冲)(4)。因此,本研究的目的是使用这种新方法来确定描述受伤的山羊MCL在受伤后12周时的准线性粘弹性行为的常数。

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