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首页> 外文期刊>Archives of Metallurgy and Materials >Compressive Deformation Behavior of Thick Micro-Alloyed HSLA Steel Plates at Elevated Temperatures
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Compressive Deformation Behavior of Thick Micro-Alloyed HSLA Steel Plates at Elevated Temperatures

机译:高温下厚微合金HSLA钢板的压缩变形行为

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The hot deformation behavior of a heavy micro-alloyed high-strength low-alloy (HSLA) steel plate was studied by performing compression tests at elevated temperatures. The hot compression tests were carried out at temperatures from 923 K to 1,223 K with strain rates of 0.002 s?1 and 1.0 s?1. A long plateau region appeared for the 0.002 s?1 strain rate, and this was found to be an effect of the balancing between softening and hardening during deformation. For the 1.0 s?1 strain rate, the flow stress gradually increased after the yield point. The temperature and the strain rate-dependent parameters, such as the strain hardening coefficient (n), strength constant (K), and activation energy (Q), obtained from the flow stress curves were applied to the power law of plastic deformation. The constitutive model for flow stress can be expressed as σ = (39.8 ln (Z) – 716.6) · ε(?0.00955ln(Z) + 0.4930) for the 1.0 s?1 strain rate and σ = (19.9ln (Z) – 592.3) · ε(?0.00212ln(Z) + 0.1540) for the 0.002 s?1 strain rate.
机译:通过在高温下进行压缩试验,研究了重型微合金高强度低合金(HSLA)钢板的热变形行为。热压缩试验在923 K至1,223 K的温度下进行,应变速率分别为0.002 s?1和1.0 s?1。在0.002 s?1的应变速率下出现了一个较长的平稳区域,这被发现是变形过程中软化和硬化之间平衡的影响。对于1.0 s?1的应变速率,流变应力在屈服点之后逐渐增加。从流动应力曲线获得的温度和应变速率相关参数,例如应变硬化系数(n),强度常数(K)和活化能(Q),被应用于塑性变形的幂律。对于1.0 s?1的应变速率,流动应力的本构模型可以表示为σ=(39.8 ln(Z)– 716.6)·ε(?0.00955ln(Z)+ 0.4930),而σ=(19.9ln(Z) – 592.3)·应变率为0.002 s?1的ε(?0.00212ln(Z)+ 0.1540)。

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