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辊面激光强化过程的瞬态应力分析

张建宇, 高立新, 杨久霞

张建宇, 高立新, 杨久霞. 辊面激光强化过程的瞬态应力分析[J]. 激光技术, 2004, 28(5): 472-475.
引用本文: 张建宇, 高立新, 杨久霞. 辊面激光强化过程的瞬态应力分析[J]. 激光技术, 2004, 28(5): 472-475.
ZHANG Jian-yu, GAO Li-xin, YANG Jiu-xia. The transient stress analysis of the roll surface during laser strengthening[J]. LASER TECHNOLOGY, 2004, 28(5): 472-475.
Citation: ZHANG Jian-yu, GAO Li-xin, YANG Jiu-xia. The transient stress analysis of the roll surface during laser strengthening[J]. LASER TECHNOLOGY, 2004, 28(5): 472-475.

辊面激光强化过程的瞬态应力分析

详细信息
    作者简介:

    张建宇(1975- ),男,讲师,研究方向为设备故障诊断和激光加工技术.E-mail:zhjy1999@bjpu.edu.cn

  • 中图分类号: TG156.99

The transient stress analysis of the roll surface during laser strengthening

  • 摘要: 轧辊表面在激光扫描过程中经历剧烈的热循环,由温度场的集中效应造成辊面应力呈现动态变化的趋势,扫描瞬时的光斑内部应力场以压应力为主。由于组织比容的变化,辊面处理后的残余应力分布更加复杂,采用实验手段测量应力分布状况的难度较大,因此,利用数值分析方法是合理的选择。
    Abstract: The roll surface experiences severe thermal circulation during the laser strengthening.Due to the concentration of the temperature field,the stress on the roll surface changes dynamically,and the transient distribution within the laser spot is mainly compressive.Furthermore,as the change of the specific volume of the micro-structure,the residual stress distribution after the laser treatment is very complicated.As a result,it is very difficult to measure the stress distribution experimentally.So it is a reasonable choice to simulate the distribution with the numerical method.
  • [1] YANEZ A,ALVAREZ J C.Modeling of temperature evolution on metals during lasers hardening process[J].Applied Surface Science,2002,186:611~616.[2] de la CRUZ P.Effect of laser hardening on the fatigue strength and fracture of a B-Mn steel[J].Int J Fatigue,1998,20(5):389~398.[3] 游敏,郑小玲.CO2激光焊接残余应力测试与分析[J].焊接技术,2002,31(3):17~18.[4] van BRUSSEL B A,de HOSSON J T M.Residual stresses in the surface layer of laser-treated steels[J].Materials Science and Engineering,1993,161:83~89.[5] WABG H G,GUAN Y H.A study of thermal stresses during laser quenching[J].Journal of Materials Processing Technology,1997(63):550~553.[6] 朱伯芳.有限单元法原理与应用[M].北京:中国水利水电出版社,1998.120~356.[7] JU D Y.Simulation of thermo-mechanical behavior and interfacial stress of metal matrix composite under thermal shock process[J].Composite Structure,2000,48:113~118.
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出版历程
  • 收稿日期:  2003-12-07
  • 修回日期:  2004-02-12
  • 发布日期:  2004-09-24

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