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Hot compressive flow stress modeling of homogenized AZ61 Mg alloy using strain-dependent constitutive equations

机译:均质AZ61镁合金热压缩流应力的应变相关本构模型

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摘要

The experimental stress-strain data from hot compression tests were used to establish constitutive equations in a homogenized cast AZ61 Mg alloy. Hot compression tests were conducted using the Gleeble 3500 thermal simulation machine in the temperature range of 250-450℃ and strain rate range of 1 x 10~(-3)-l s~(-1) The constitutive analysis was performed based on the effect of strain on the constitutive parameters. Constitutive equations as a function of strain were constructed according to the hyperbolic sine constitutive law. The correlation between the strain-dependent constitutive parameters and flow behavior was analyzed. Results showed that variations in the constitutive parameters with strain were associated with the stress-strain behavior. A comparatively higher scattering was obtained at low strains based on the constitutive equation with the strain-dependent stress multiplier (α) determined by power and exponential laws. However, the constitutive analysis with a constant a determined by the hyperbolic sine constitutive equation showed better estimations between the calculated and experimental flow stresses at different temperatures and strain rate conditions used in this study.
机译:来自热压缩试验的实验应力-应变数据用于建立均质铸造AZ61 Mg合金的本构方程。使用Gleeble 3500热模拟机在250-450℃的温度范围和1 x 10〜(-3)-ls〜(-1)的应变速率范围内进行热压缩测试。根据效果进行本构分析。应变对本构参数的影响根据双曲正弦本构关系构造本构方程作为应变的函数。分析了应变相关的本构参数与流动行为之间的相关性。结果表明,本构参数随应变的变化与应力-应变行为有关。基于本构方程,在低应变下,通过幂和指数定律确定了应变相关的应力乘数(α),从而获得了较高的散射。然而,由双曲正弦本构方程确定的常数为a的本构分析表明,在本研究中使用的不同温度和应变率条件下,计算出的和实验中的流动应力之间存在更好的估计。

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