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首页> 外文期刊>International Journal of Plasticity >A crystal plasticity model for hexagonal close packed (HCP) crystals including twinning and de-twinning mechanisms
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A crystal plasticity model for hexagonal close packed (HCP) crystals including twinning and de-twinning mechanisms

机译:六方密堆积(HCP)晶体的晶体可塑性模型,包括孪生和解孪机理

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摘要

Together with slip, deformation twinning and de-twinning are the plastic deformation mechanisms in hexagonal close packed (HCP) crystals, which strongly affect texture evolution and anisotropic response. As a consequence, several twinning models have been proposed and implemented in the existing polycrystalline plasticity models. De-twinning is an inverse process with respect to twinning, which is relevant to cycling, fatigue and complex loads but is rarely incorporated into polycrystalline plastic models. In this paper, we propose a physics-based twinning and de-twinning (TDT) model that has the capability of dealing with both mechanisms during plastic deformation. The TDT model is characterized by four deformation mechanisms corresponding to twin nucleation, twin growth, twin shrinkage and re-twinning. Twin nucleation and twin growth are associated with deformation twinning, and twin shrinkage and re-twinning are associated with de-twinning. The proposed TDT model is implemented in the Elasto-Visco-Plastic Self-Consistent (EVPSC) model. We demonstrate the validity and the capability of the TDT model by simulating cyclic loading of magnesium alloys AZ31B plate and AZ31 bar. Comparison with the measurements indicates that the TDT model is able to capture the key features observed in experiments, implying that the mechanical response in the simulated materials is mainly associated with twinning and de-twinning.
机译:六角形密堆积(HCP)晶体中的塑性变形机制与滑移,变形孪生和解孪生一起,会严重影响织构的演化和各向异性响应。结果,在现有的多晶可塑性模型中已经提出并实施了几种孪生模型。孪生是相对于孪生的逆过程,它与循环,疲劳和复杂载荷有关,但很少纳入多晶塑料模型中。在本文中,我们提出了一种基于物理的孪生和孪生(TDT)模型,该模型具有在塑性变形过程中同时处理两种机制的能力。 TDT模型的特征是具有四个变形机制,分别对应于双核,双增长,双收缩和重缠绕。孪晶形核和孪晶生长与形变孪晶相关,而孪晶收缩和重孪晶与解孪晶相关。所提出的TDT模型是在弹粘塑性自洽(EVPSC)模型中实现的。我们通过模拟镁合金AZ31B板和AZ31 bar的循环载荷来证明TDT模型的有效性和功能。与测量值的比较表明,TDT模型能够捕获实验中观察到的关键特征,这表明模拟材料中的机械响应主要与孪生和孪生有关。

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