Department of Mechanical Engineering-Engineering Mechanics, Michigan Technological University, 815 R.L. Smith Building, Houghton, MI 49931, USA.
J Biomech. 2011 Feb 3;44(3):413-8. doi: 10.1016/j.jbiomech.2010.10.001. Epub 2010 Oct 27.
Meniscal attachments are ligamentous tissues anchoring the menisci to the underlying subchondral bone. Currently little is known about the behavior of meniscal attachments, with only a few studies quantitatively documenting their properties. The objective of this study was to quantify and compare the tensile mechanical properties of human meniscal attachments in the transverse direction, curve fit experimental Cauchy stress-stretch data to evaluate the hyperelastic behavior, and couple these results with previously obtained longitudinal data to generate a more complete constitutive model. Meniscal attachment specimens were tested using a uniaxial tension test with the collagen fibers oriented perpendicular to the loading axis. Tests were run until failure and load-optical displacement data was recorded for each test. The medial posterior attachment was shown to have a significantly greater elastic modulus (6.42±0.78 MPa) and ultimate stress (1.73±0.32 MPa) when compared to the other three attachments. The Mooney-Rivlin material model was selected as the best fit for the transverse data and used in conjunction with the longitudinal data. A novel computational approach to determining the transition point between the toe and linear regions is presented for the hyperelastic stress-stretch curves. Results from piece-wise non-linear longitudinal curve fitting correlate well with previous linear elastic and SEM findings. These data can be used to advance the design of meniscal replacements and improve knee joint finite element models.
半月板附着是将半月板固定在下方软骨下骨上的韧带组织。目前,人们对半月板附着的行为知之甚少,只有少数研究定量记录了它们的特性。本研究的目的是量化和比较半月板附着在横向方向上的拉伸力学性能,通过曲线拟合实验的 Cauchy 应力-应变数据来评估超弹性行为,并将这些结果与之前获得的纵向数据相结合,生成更完整的本构模型。使用与加载轴垂直的胶原纤维定向的单轴拉伸试验测试半月板附着标本。测试一直进行到失效,并记录每个测试的负载-光学位移数据。与其他三个附着相比,内侧后附着的弹性模量(6.42±0.78 MPa)和极限应力(1.73±0.32 MPa)显著更高。Mooney-Rivlin 材料模型被选为横向数据的最佳拟合模型,并与纵向数据结合使用。提出了一种新的计算方法来确定超弹性应力-应变曲线的线性区和过渡区之间的过渡点。分段非线性纵向曲线拟合的结果与之前的线性弹性和 SEM 研究结果非常吻合。这些数据可用于推进半月板替代物的设计,并改进膝关节有限元模型。