Advanced Search
    LI Hong-bin, TIAN Wei, ZHENG Ming-yue, XU Shu-cheng. Constructing Thermal Deformation Constitutive Equation with Temperature Jumping for Plain Carbon Steel Based on Fast Isothermal Compression Test[J]. Materials and Mechanical Engineering, 2014, 38(3): 102-105.
    Citation: LI Hong-bin, TIAN Wei, ZHENG Ming-yue, XU Shu-cheng. Constructing Thermal Deformation Constitutive Equation with Temperature Jumping for Plain Carbon Steel Based on Fast Isothermal Compression Test[J]. Materials and Mechanical Engineering, 2014, 38(3): 102-105.

    Constructing Thermal Deformation Constitutive Equation with Temperature Jumping for Plain Carbon Steel Based on Fast Isothermal Compression Test

    More Information
    • Received Date: December 31, 2013
    • Traditional and modified (with temperature jumping) thermal deformation constitutive equations were constructed by flow stress curves and temperature curve obtained from fast isothermal compression test based on Gleeble3500 thermal simulation tester, and the measured results were compared with the results obtained by the constitutive equations. The temperature jumping of plain carbon steel during thermal compression and the effect of temperature jumping on precision of the constitutive equation were studied. The results show that the temperature jumping caused by plastic work deviated from the given values, and the temperature raised caused by heat trasformed from plastic work was linear ship with the ture strain, and the linear coefficient was connected with the given deformation temperature during the fast compression. The precipitated accuracy of the constitutive equations with temperature jumping was higher than that of the traditional constitutive equation.
    • [1]
      王立军, 余伟, 武会斌, 等.12MnNiVR钢的高温变形行为及其数学模型[J].金属热处理, 2010,35(7):5-8.
      [2]
      陈程, 尹海清, 曲选辉, 等.钼塑性变形抗力数学模型的研究[J].塑性工程学报, 2007,14(2):7-10.
      [3]
      陈连生,狄国标,张洪波,等.低碳含铌钛双相钢的塑性变形抗力模型[J].塑性工程学报,2007,5(6):820-823.
      [4]
      湛利华,李杰,黄明辉,等.2524铝合金的蠕变时效行为及本构方程 [J].机械工程材料, 2013,37(5):92-96.
      [5]
      何建洪,孙勇,段永华,等.铅镁铝合金热压缩变形条件对流变应力的影响及其本构方程的建立[J].机械工程材料, 2013,37(3):95-98.
      [6]
      LIN Y C, CHEN M S, ZHONG J. Prediction of 42CrMo steel flow stress at high temperature and strain rate [J].Mechanics Research Communications, 2008,35:142-150.
      [7]
      徐秉业, 陈森灿. 塑性理论简明教程[M].北京: 清华大学出版社, 1981.
      [8]
      牛济泰.材料和热加工领域的物理模拟技术[M].北京: 国防工业出版社, 1999.
      [9]
      李红斌, 葛晓红, 徐树成. 关于热模拟试验机压缩试验中温度弹跳的分析[J].理化检验-物理分册, 2012, 48(1):15-17.
      [10]
      李红斌, 徐树成, 邢满江, 等.用Gleeble3500测塑性功转化热系数的研究[J].河北联合大学学报, 2012, 34(1):10-13.
      [11]
      LIAO Shu-lun, ZHANG Li-wen, YUE Chong-xiang, et al. Research on thermal deformation behavior and model of flow stress of GCr15 steel[J].Journal of Materials Engineering, 2008(4):8-14.
      [12]
      KAI K, KOPP R. Model for integrated process and microstructure simulation in hot forming[J].Steel Research, 1992,63(6):247-256.

    Catalog

      Article views (4) PDF downloads (0) Cited by()

      /

      DownLoad:  Full-Size Img  PowerPoint
      Return
      Return