Laser surface hardening: A simulative study of tempering mechanisms on hardness and residual stress

被引:13
|
作者
Schuessler, Philipp [1 ]
Damon, James [1 ]
Muehl, Fabian [1 ]
Dietrich, Stefan [1 ]
Schulze, Volker [1 ]
机构
[1] KIT Karlsruhe, Inst Appl Mat Mat Sci, IAM, WK, Karlsruhe, Germany
关键词
AISI; 4140; 42CrMo4; FEM; Simulation; Laser surface hardening; Tempering; Residual stress; PHASE-TRANSFORMATIONS; AISI-4140; STEEL;
D O I
10.1016/j.commatsci.2023.112079
中图分类号
T [工业技术];
学科分类号
08 ;
摘要
Although laser surface hardening of AISI 4140 has been an established process for years, inaccuracies still exist with regards to process prediction, leading to the use of the trial-and-error method for parameter optimization. The proposed FE-simulation model aims to improve the hardness and residual stress prediction of laser surface hardening simulations by regarding tempering effects occurring during the process. The proposed phase -dependent thermal-mechanical FE-simulation is validated by a comparison to experimental data and used for a parameter study analyzing the effects of different initial tempering states and additional post process tempering methods. The results are evaluated regarding changes to the phase fractions, hardness and residual stress states. The implementation of tempering effects showed a 30 HV0.1 decrease in hardness for the hardened zone (HZ) due to self-tempering effects and a significant decrease in hardness for the transition zone (TZ) and heat affected zone (HAZ), leading to a local hardness that can be lower than the base material hardness. Modeling tempering mechanisms during laser surface hardening leads to a significant improvement in prediction of the resulting hardness and residual stress states. This enables a simulation based process optimization regarding the initial tempering state as well as additional post process tempering steps.
引用
收藏
页数:11
相关论文
共 50 条
  • [31] Influence of grinding conditions on residual stress profiles after induction surface hardening
    Grum, J
    RESIDUAL STRESSES VII, PROCEEDINGS, 2005, 490-491 : 346 - 351
  • [32] Experiment and Simulation on Residual Stress of Surface Hardened Layer in Grind-Hardening
    Zhang, Lei
    Ge, Peiqi
    Bi, Wenbo
    Zhang, Qian
    APPLICATION OF DIAMOND AND RELATED MATERIALS, 2011, 175 : 166 - 170
  • [33] The distribution regularity of residual stress on a metal surface after laser shock marking
    Lu, Guoxin
    Trdan, Uros
    Zhang, Yongkang
    Dulaney, Jeff L.
    MECHANICS OF MATERIALS, 2020, 143
  • [34] Studies on residual stress developed in laser surface irradiated 0.6% carbon steel
    Majumdar, JD
    Nath, AK
    Kumar, BR
    Manna, I
    LASERS IN ENGINEERING, 2004, 14 (3-4) : 133 - 151
  • [35] Influence of residual stress on the cracking of the laser-cladded high-hardness coating
    Feng, Yulei
    Feng, Kai
    Feng, Yueqiao
    Li, Zhuguo
    MATERIALS LETTERS, 2023, 349
  • [36] Theoretical and experimental study on laser surface hardening by repetitive laser pulses
    Nath, Ashish Kumar
    Gupta, Aniruddha
    Benny, Frederick
    SURFACE & COATINGS TECHNOLOGY, 2012, 206 (8-9): : 2602 - 2615
  • [37] Quantitative evaluation of residual stress and surface hardness in deep drawn parts based on magnetic Barkhausen noise technology
    Dong, Haijiang
    Liu, Xiucheng
    Song, Yahu
    Wang, Bo
    Chen, Shenglai
    He, Cunfu
    MEASUREMENT, 2021, 168
  • [38] Inversion of surface damage and residual stress in ground silicon wafers by laser surface acoustic wave technology
    Liu, Zaiwei
    Lin, Bin
    Liang, Xiaohu
    Du, Anyao
    ULTRASONICS, 2021, 113
  • [39] Combining the Finite Element Analysis and Kriging Model for Study on Laser Surface Hardening Parameters of Pitch Bearing Raceway
    Zhang, Hongwei
    Zhu, Meng
    Ji, Siqi
    Dou, Yantao
    MATERIALS, 2022, 15 (07)
  • [40] Effect of shot peening coverage on hardness, residual stress and surface morphology of carburized rollers
    Wu, Jizhan
    Liu, Huaiju
    Wei, Peitang
    Zhu, Caichao
    Lin, Qinjie
    SURFACE & COATINGS TECHNOLOGY, 2020, 384 (384):