Mechanical properties of individual trabeculae in a physiological environment

Martin Frank, Dorothee Marx, D. Pahr, P. Thurner
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引用次数: 8

Abstract

Reliable mechanical properties of trabecuale are needed at the tissue-level for prediction of mechanical behavior of the overall trabecular structure using Finite element analysis (FEA). The aim of this study was to develop a set-up to test trabeculae in tension in a close to physiological environment, and to determine reliable tissue-level properties. Ten bovine trabeculae were tested until failure. Tissue-stress can only be indirectly determined, since it is based on a defined cross-sectional area. Different geometrical assumptions for the cross-section were compared. The mean tissue Youngs modulus, based on the assumption of an elliptical cross-sectional area, was 9.9 ± 3.4GPa, the mean tissue ultimate tissue strain 9.8 ± 3.9%. Back-calculation of the tissue Youngs modulus by means of FEA illustrated a significant reduction to 8.2 ± 2.4GPa (p < 0.001). However, with simple geometric assumptions, it is possible to estimate a reasonable upper and lower boundary for the tissue Young's modulus. Full-field strain measurements were done to detect localization of strain. It was shown that local strain peaks occur already early after yielding, with a local strain at fracture of 19.7 ± 6.6%. These findings clearly show that individual trabeculae can withstand much higher tissue strains as previously reported.
生理环境下单个小梁的力学特性
利用有限元分析(FEA)对整个小梁结构的力学行为进行预测,需要在组织水平上获得可靠的小梁力学性能。本研究的目的是开发一种在接近生理环境下测试小梁张力的装置,并确定可靠的组织水平特性。试验了10只牛小梁,直到失败为止。组织应力只能间接确定,因为它是基于一个确定的横截面积。比较了不同截面的几何假设。基于椭圆截面积假设的平均组织杨氏模量为9.9±3.4GPa,平均组织极限组织应变为9.8±3.9%。通过FEA进行组织杨氏模量的反算表明,组织杨氏模量显著降低至8.2±2.4GPa (p < 0.001)。然而,通过简单的几何假设,可以估计出组织杨氏模量的合理上限和下限。进行了全场应变测量,以检测应变的局部化。结果表明,屈服后较早出现局部应变峰,断裂处局部应变为19.7±6.6%。这些发现清楚地表明,如以前报道的那样,单个小梁可以承受更高的组织菌株。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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