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Dynamic Recrystallization Behavior and Constitutive Modeling of As-Cast 30Cr2Ni4MoV Steel Based on Flow Curves

机译:基于流动曲线的动态再结晶行为及铸造30Cr2Ni4mov钢的组成型建模

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The compression deformation of 30Cr2Ni4MoV steel at different temperatures and strain rates is carried out on Gleeble 1500 thermal mechanical simulation tester. Based on the experimental flow curves, the strain hardening rate curves (theta = d sigma/d epsilon versus sigma) are derived, from which the characteristic stresses and strains are identified. Meanwhile, the dependences of the characteristic stresses and strains on Zener-Hollomon parameter are determined and the results show that the value of the critical stress of dynamic recrystallization is close to the value of the steady stress. With the aid of the experimental flow curves, the Avrami equation is employed to describe the kinetics of dynamic recrystallization. The time exponent (n) is expressed as a power law function of Zener-Hollomon parameter and the Avrami constant (k) is determined as a function of half of the time for the complete dynamic recrystallization (t(50)). Furthermore, a constitutive model is presented based on the rule of mixtures when the dynamic recrystallization occurs. Validation of the constitutive model is implemented and the simulated results agree well with the experimental results.
机译:在不同温度和应变速率下的30Cr2Ni4MoV钢的压缩变形在GLEEBLE 1500热机械仿真测试仪上进行。基于实验流程曲线,导出应变硬化速率曲线(θ= d sigma / d epsilon与sigma),从中鉴定了特征应力和菌株。同时,确定特征应力和菌株对齐纳-Hollomon参数的依赖性,结果表明,动态再结晶的临界应力的值接近稳定应力的值。借助于实验流程曲线,采用AVRAMI方程来描述动态再结晶的动力学。时间指数(n)表示为ZENER-HOLLOMON参数的功率律函数,并且AVRAMI常数(k)被确定为完整的动态再结晶的一半的函数(t(50))。此外,基于动态重结晶发生时,基于混合物的规则来提出本构模型。实施了本构模型的验证,模拟结果与实验结果很好。

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