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通过整体等效结构的应力-应变曲线模拟的松质骨各向异性屈服后响应。

Anisotropic post-yield response of cancellous bone simulated by stress-strain curves of bulk equivalent structures.

作者信息

Tsouknidas Alexander, Maliaris Georgios, Savvakis Savvas, Michailidis Nikolaos

机构信息

a Mechanical Engineering Department , School of Polytechnics, Aristoteles University of Thessaloniki , Building D, 54124 Thessaloniki , Greece.

出版信息

Comput Methods Biomech Biomed Engin. 2015;18(8):839-46. doi: 10.1080/10255842.2013.849342. Epub 2013 Oct 25.

Abstract

During the last decade, finite element (FE) modelling has become ubiquitous in understanding complex mechanobiological phenomena, e.g. bone-implant interactions. The extensive computational effort required to achieve biorealistic results when modelling the post-yield behaviour of microstructures like cancellous bone is a major limitation of these techniques. This study describes the anisotropic biomechanical response of cancellous bone through stress-strain curves of equivalent bulk geometries. A cancellous bone segment, reverse engineered by micro computed tomography, was subjected to uniaxial compression. The material's constitutive law, obtained by nano-indentations, was considered during the simulation of the experimental process. A homodimensionally bulk geometry was employed to determine equivalent properties, resulting in a similar anisotropic response to the trabecular structure. The experimental verification of our model sustained that the obtained stress-strain curves can adequately reflect the post-yield behaviour of the sample. The introduced approach facilitates the consideration of nonlinearity and anisotropy of the tissue, while reducing the geometrical complexity of the model to a minimum.

摘要

在过去十年中,有限元(FE)建模在理解复杂的力学生物学现象(如骨-植入物相互作用)方面已变得无处不在。在对松质骨等微观结构的屈服后行为进行建模时,要获得生物逼真的结果需要大量的计算工作,这是这些技术的一个主要限制。本研究通过等效整体几何形状的应力-应变曲线描述了松质骨的各向异性生物力学响应。通过微型计算机断层扫描逆向工程得到的一段松质骨,进行了单轴压缩试验。在实验过程的模拟中考虑了通过纳米压痕获得的材料本构定律。采用同尺寸的整体几何形状来确定等效特性,从而产生与小梁结构相似的各向异性响应。我们模型的实验验证表明,所获得的应力-应变曲线能够充分反映样品的屈服后行为。所引入的方法有助于考虑组织的非线性和各向异性,同时将模型的几何复杂性降至最低。

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