4.6 Article

A Flow Stress Model of 300M Steel for Isothermal Tension

期刊

MATERIALS
卷 14, 期 2, 页码 -

出版社

MDPI
DOI: 10.3390/ma14020252

关键词

flow stress model; tensile deformation; constitutive model; stress correction

资金

  1. National Natural Science Foundation of China [51705169]
  2. Key Laboratory of Automotive Power Train and Electronic in Hubei University of Automotive Technology [ZDK1201903, ZDK1202005]
  3. Hubei Provincial Natural Science Foundation [2020CFB374]
  4. State Key Laboratory of Materials Processing and Die & Mould Technology in Huazhong University of Science and Technology [P2020-015, P2020-05]
  5. Doctoral Scientific Research Fund of Hubei University of Automotive Technology [BK202005]

向作者/读者索取更多资源

The study investigated the flow behavior of 300M steel under tension through hot uniaxial tensile tests at different temperatures and strain rates. Compared to compression tests, tensile flow stress was higher and ultimate elongation of 300M steel was influenced by temperature and strain rate. A constitutive model based on the modified Arrhenius model showed good accuracy with an average deviation of 6.81 MPa.
To investigate the effect of hot working parameters on the flow behavior of 300M steel under tension, hot uniaxial tensile tests were implemented under different temperatures (950 degrees C, 1000 degrees C, 1050 degrees C, 1100 degrees C, 1150 degrees C) and strain rates (0.01 s(-1), 0.1 s(-1), 1 s(-1), 10 s(-1)). Compared with uniaxial compression, the tensile flow stress was 29.1% higher because dynamic recrystallization softening was less sufficient in the tensile stress state. The ultimate elongation of 300M steel increased with the decrease of temperature and the increase of strain rate. To eliminate the influence of sample necking on stress-strain relationship, both the stress and the strain were calibrated using the cross-sectional area of the neck zone. A constitutive model for tensile deformation was established based on the modified Arrhenius model, in which the model parameters (n, alpha, Q, ln(A)) were described as a function of strain. The average deviation was 6.81 MPa (6.23%), showing good accuracy of the constitutive model.

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