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Application of the concept of evolving structure tensors to the modeling of initial and induced anisotropy at large deformation

机译:演化结构张量概念在大变形初始和诱导各向异性建模中的应用

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摘要

In this work, a thermodynamic approach to the modeling and simulation of induced elastic and inelastic material behaviour in the phenomenological realm as based on the concept of evolving structure tensors is discussed. From the constitutive point of view, these quantities determine the material symmetry properties. In addition, the stress and other dependent constitutive fields are isotropic functions of these by definition. The evolution of these during loading then results in an evolution of the anisotropy of the material. From an algorithmic point of view, the current approach leads to constitutive models which are quite amenable to numerical implementation. To demonstrate the applicability of the resulting constitutive formulation, we apply it to the cases of (ⅰ) metal plasticity with combined hardening involving both deformation- and permanently induced anisotropy relevant to the modeling of processes such as metal forming, and to (ⅱ) deformation-induced anisotropy in an initially orthotropic pneumatic membrane consisting of a rubber matrix and nylon fibres.
机译:在这项工作中,讨论了一种基于演化结构张量概念的热力学方法,用于对现象学领域中的诱发弹性和非弹性材料行为进行建模和仿真。从本构的观点来看,这些数量决定了材料的对称性。另外,根据定义,应力和其他相关本构场是这些的各向同性函数。这些在加载过程中的演变随后导致材料各向异性的演变。从算法的角度来看,当前的方法导致了本构模型,该模型非常适合数值实现。为了证明所产生的本构公式的适用性,我们将其应用于(ⅰ)金属塑性与组合硬化的情况,这种硬化涉及与诸如金属成形等过程建模有关的变形和永久引起的各向异性,以及(ⅱ)变形最初由橡胶基质和尼龙纤维组成的正交各向异性气动膜中引起的各向异性。

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