Mathematical model of lever arm coefficient in cold rolling process

被引:0
|
作者
Jie Sun
Yuan-Ming Liu
Qing-Long Wang
Yu-Kun Hu
Dian-Hua Zhang
机构
[1] Northeastern University,State Key Laboratory of Rolling and Automation
[2] Taiyuan University of Technology,College of Mechanical Engineering
关键词
Cold rolling; Rolling pressure; Lever arm coefficient; FEM; Mathematical model; Roll force;
D O I
暂无
中图分类号
学科分类号
摘要
The prediction precision of mechanics parameters such as rolling force and torque affects the yield, quality, cost, and benefit of products during the cold strip rolling. The lever arm coefficient is the core linking rolling force and torque, but there is no mathematical model of this in cold rolling. The distribution of rolling pressure and the change rule of lever arm coefficient under different reduction, forward and backward tension stress, deformation resistance, and friction coefficient in cold rolling are illustrated based on 3D (three-dimensional) elastic-plastic FEM (finite element model) simulation. The mathematical model of lever arm coefficient is built according to online measured data processed by BP (back propagation) neural network in the tandem cold rolling plant. The predicted rolling forces calculated on the basis of this model and upper bound method are consistent with online measured values. The proposed model provides valuable guidelines to determine the reduction and check the strength of the equipment such as rolls and stands.
引用
收藏
页码:1847 / 1859
页数:12
相关论文
共 50 条
  • [1] Mathematical model of lever arm coefficient in cold rolling process
    Sun, Jie
    Liu, Yuan-Ming
    Wang, Qing-Long
    Hu, Yu-Kun
    Zhang, Dian-Hua
    INTERNATIONAL JOURNAL OF ADVANCED MANUFACTURING TECHNOLOGY, 2018, 97 (5-8): : 1847 - 1859
  • [2] Mathematical model for cold rolling and temper rolling process of thin steel strip
    Won-Ho Lee
    KSME International Journal, 2002, 16 : 1296 - 1302
  • [3] Mathematical model for cold rolling and temper rolling process of thin steel strip
    Lee, WH
    KSME INTERNATIONAL JOURNAL, 2002, 16 (10): : 1296 - 1302
  • [4] ROLL FORCE, TORQUE, LEVER ARM COEFFICIENT, AND STRAIN DISTRIBUTION IN EDGE ROLLING
    LUNDBERG, SE
    GUSTAFSSON, T
    JOURNAL OF MATERIALS ENGINEERING AND PERFORMANCE, 1993, 2 (06) : 873 - 879
  • [5] Mathematical model for the thin strip cold rolling and temper rolling process with the influence function method
    Liu, Y
    Lee, WH
    ISIJ INTERNATIONAL, 2005, 45 (08) : 1173 - 1178
  • [6] Mathematical Model for Strip Surface Roughness of Stainless Steel in Cold Rolling Process
    Chen, Jinshan
    Li, Changsheng
    Zhu, Tao
    Han, Wenlong
    Cao, Yong
    11TH INTERNATIONAL CONFERENCE ON NUMERICAL METHODS IN INDUSTRIAL FORMING PROCESSES (NUMIFORM 2013), 2013, 1532 : 905 - 911
  • [7] Mathematical model of rolling force in the analysis of cold rolling chatter
    Yang, Xu
    Tong, Chaonan
    Meng, Jianji
    Zhendong Ceshi Yu Zhenduan/Journal of Vibration, Measurement and Diagnosis, 2010, 30 (04): : 422 - 428
  • [8] Mathematical modeling of the process of cold rolling in idler rollers
    Agas'yants, G.A.
    Rybin, Yu.I.
    Zolotov, A.M.
    Kuznechno-Shtampovochnoe Proizvodstvo (Obrabotka Metallov Davleniem), 2004, (08): : 37 - 39
  • [9] A MATHEMATICAL-MODEL OF THE ROLLING STAND AND THE ROLLING PROCESS
    DOBRUCKI, W
    GREGORCZYK, R
    SWIATONIOWSKI, A
    NEUE HUTTE, 1989, 34 (09): : 332 - 336
  • [10] Mathematical model of the electroplastic rolling process
    Chicheneva, ON
    Savchenko, VS
    Zarapin, YL
    STEEL IN TRANSLATION, 1995, 25 (05) : 53 - 55