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首页> 外文期刊>Metals and Materials International >Strain-Dependent Constitutive Modelling of AZ80 Magnesium Alloy Containing 0.5 wt% Rare Earth Elements and Evaluation of Its Validation Using Finite Element Method
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Strain-Dependent Constitutive Modelling of AZ80 Magnesium Alloy Containing 0.5 wt% Rare Earth Elements and Evaluation of Its Validation Using Finite Element Method

机译:含0.5 wt%稀土元素的AZ80镁合金的应变相关本构模型及其有限元验证的有效性

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摘要

In order to evaluate the hot flow behaviour of AZ80 magnesium alloy containing 0.5 wt% rare earth elements, isothermal hot compression tests were conducted at the temperatures range of 250-450 degrees C under the strain rates of 0.001-1 s(-1). The flow curves exhibited a peak stress at a small applied strain after which the flow stresses decrease gradually to a steady state flow stress at higher applied strain values representing the occurrence of dynamic recrystallization. Moreover, the material constants in the Zener-Hollomon constitutive equation were found to be strain dependent, and the relationships between these parameters and the applied true strain were well described by fourth-degree polynomial functions. Accordingly, a strain-dependent model was developed in order to predict the hot flow behaviour of AZ80+0.5RE magnesium alloy. The true stresses predicted by this model were found to be in good agreements with the experimental results. Furthermore, the constitutive model developed using the experimental results was incorporated in the finite element model with which the hot compressive flow curve of the investigated material was modeled. The results showed that the accuracy of flow curves calculated by the numerical simulations depends on the accuracy of the developed model.
机译:为了评估包含0.5 wt%稀土元素的AZ80镁合金的热流行为,在0.001-1 s(-1)的应变速率下于250-450摄氏度的温度范围内进行了等温热压缩试验。流动曲线在较小的外加应变下表现出峰值应力,此后,流动应力在较高的外加应变值下逐渐减小到稳态,而出现动态再结晶。此外,发现齐纳-所罗门本构方程中的材料常数与应变有关,并且这些参数与所施加的真实应变之间的关系可以通过四次多项式函数很好地描述。因此,建立了应变依赖模型以预测AZ80 + 0.5RE镁合金的热流行为。发现该模型预测的真实应力与实验结果吻合良好。此外,将利用实验结果开发的本构模型并入到有限元模型中,用该模型对研究材料的热压缩流动曲线进行建模。结果表明,通过数值模拟计算出的流量曲线的准确性取决于所开发模型的准确性。

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