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The sensitivity of nonlinear computational models of trabecular bone to tissue level constitutive model

机译:小梁骨非线性计算模型对组织水平本构模型的敏感性

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摘要

Microarchitectural finite element models have become a key tool in analyses of trabecular bone. Robust, accurate, and validated constitutive models would enhance confidence in predictive applications of these models, and in their usefulness as accurate assays of tissue properties. Human trabecular bone specimens from the femoral neck (n = 3), greater trochanter (n = 6), and lumbar vertebra (n = 1) of eight different donors were scanned by μ-CT and converted to voxel-based finite element models. Unconfined uniaxial compression and shear loading were simulated for each of three different constitutive models: a principal strain based model, Drucker-Lode, and Drucker-Prager. The latter was applied with both infinitesimal and finite kinematics. Apparent yield strains exhibited minimal dependence on the constitutive model, differing by at most 16.1%, with the kinematic formulation being influential in compression loading. At the tissue level, the quantities and locations of yielded tissue were insensitive to the constitutive model, with the exception of the Drucker-Lode model, suggesting that correlation of microdamage with computational models does not improve the ability to discriminate between constitutive laws. Taken together, it is unlikely that a tissue constitutive model can be fully validated from apparent level experiments alone, as the calculations are too insensitive to identify differences in the outcomes. Rather, any asymmetric criterion with a valid yield surface will likely be suitable for most bone models.
机译:微结构有限元模型已经成为分析小梁骨的关键工具。健壮,准确和经过验证的本构模型将增强人们对这些模型的预测应用以及其作为组织特性的准确测定有用的信心。用μ-CT扫描来自八个不同供体的股骨颈(n = 3),大转子(n = 6)和腰椎(n = 1)的人小梁骨标本,并将其转换为基于体素的有限元模型。针对三种不同的本构模型分别模拟了无限制单轴压缩和剪切载荷:基于主应变的模型,Drucker-Lode和Drucker-Prager。后者适用于无限小运动和有限运动学。表观屈服应变对本构模型的依赖性最小,相差最大为16.1%,运动学公式对压缩载荷有影响。在组织水平上,屈服组织的数量和位置对本构模型不敏感,但Drucker-Lode模型除外,这表明微损伤与计算模型的相关性不会提高区分本构定律的能力。综上所述,仅凭表观水平的实验就不可能完全验证组织本构模型,因为计算过于敏感,无法确定结果的差异。相反,任何具有有效屈服面的非对称准则都可能适用于大多数骨骼模型。

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