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A new constitutive analysis of hexagonal close-packed metal in equal channel angular pressing by crystal plasticity finite element method

机译:晶体塑性有限元法在等通道角度压制中的六角形封闭金属的新组成型分析

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摘要

Most of hexagonal close-packed (HCP) metals are lightweight metals. With the increasing application of light metal products, the production of light metal is increasingly attracting the attentions of researchers worldwide. To obtain a better understanding of the deformation mechanism of HCP metals (especially for Mg and its alloys), a new constitutive analysis was carried out based on previous research. In this study, combining the theories of strain gradient and continuum mechanics, the equal channel angular pressing process is analyzed and a HCP crystal plasticity constitutive model is developed especially for Mg and its alloys. The influence of elevated temperature on the deformation mechanism of the Mg alloy (slip and twin) is novelly introduced into a crystal plasticity constitutive model. The solution for the new developed constitutive model is established on the basis of the Lagrangian iterations and Newton Raphson simplification.
机译:大多数六角形紧密包装(HCP)金属是轻量级金属。 随着轻型金属产品的应用越来越多,轻金属的生产越来越多地吸引全球研究人员的注意。 为了更好地理解HCP金属的变形机制(特别是对于Mg及其合金),基于先前的研究进行了新的本体分析。 在该研究中,分析了应变梯度和连续力学的理论,分析了相等的沟道角压工艺,并且特别适用于MG及其合金的HCP晶体塑性本构模型。 高温对Mg合金(滑动和双)变形机理的影响是新型地引入晶体塑性本构模型。 新开发的本构模型的解决方案是在拉格朗日迭代和牛顿Raphson简化的基础上建立的。

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