首页> 外文期刊>International Journal for Numerical Methods in Engineering >The effect of different forms of strain energy functions in hyperelasticity-based crystal plasticity models on texture evolution and mechanical response of face-centered cubic crystals
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The effect of different forms of strain energy functions in hyperelasticity-based crystal plasticity models on texture evolution and mechanical response of face-centered cubic crystals

机译:基于超弹性的晶体可塑性模型中不同形式的应变能函数对面心立方晶体的织构演变和力学响应的影响

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Micro-mechanical and macro-mechanical behavior of face-centered cubic (FCC) crystals is investigated by using different forms of strain energy functions in hyperelastic material models in crystal plasticity finite element framework. A quadratic strain energy function with anisotropic elastic constants, a polyconvex strain energy function with invariants associated with the cubic symmetry, and a strain energy function from an inter-atomic potential are considered in hyperelastic material models to describe the elastic deformation of FCC crystals. In our numerical experiments, the trajectories of 11 1 1o poles in the pole figure and the accumulated plastic slips of FCC coppers under uniaxial tension and simple shear depend on the choice of strain energy functions when the slip resistance of the slip systems is high. The ability of strain energy functions in this study to represent elastic lattice distortions in crystals varies with the amount of elastic deformation and the shape of deformed lattice. However, numerical results show that the change of macroscopic mechanical behavior of FCC coppers is not significant for the choice of strain energy functions, compared with the change of crystallographic texture evolution.
机译:在晶体可塑性有限元框架中,通过在超弹性材料模型中使用不同形式的应变能函数,研究了面心立方(FCC)晶体的微观力学和宏观力学行为。为了描述FCC晶体的弹性变形,在超弹性材料模型中考虑了具有各向异性弹性常数的二次应变能函数,具有与立方对称性相关的不变量的多凸应变能函数以及来自原子间电势的应变能函数。在我们的数值实验中,极坐标图中的11 1 1o极的轨迹以及单轴拉力和简单剪切作用下FCC铜的累积塑性滑移取决于滑移系统的滑移阻力高时应变能函数的选择。在这项研究中,应变能函数表示晶体中弹性晶格畸变的能力随弹性变形量和变形晶格的形状而变化。但是,数值结果表明,与晶体织构的变化相比,FCC铜的宏观力学行为的变化对于应变能函数的选择并不重要。

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