Plastic bending of sheet metal with tension/compression asymmetry

被引:9
|
作者
Ahn, Kanghwan [1 ]
机构
[1] POSCO Global R&D Ctr, Mat Forming Res Grp, 100 Songdogwahak Ro, Incheon 406840, South Korea
关键词
Plastic bending; Tension/Compression asymmetry; Asymmetric R-value; Untwinning; AZ31B Mg sheet; BEHAVIOR;
D O I
10.1016/j.ijsolstr.2020.05.022
中图分类号
O3 [力学];
学科分类号
08 ; 0801 ;
摘要
The plastic bending of a sheet metal having tension/compression asymmetry was investigated in this work with AZ31B Mg sheets, particularly focused on its deformation behavior. With the assumptions of pure bending and rigid plasticity, analytic expressions were obtained to describe sheet bending under the plane strain condition, taking into account the movement of the neutral surface and the associated deformation histories of longitudinal fibers in the sheet. Mechanical properties associated with bending such as anisotropy, work hardening in tension and compression, and untwinning under compression-tension were characterized considering the intricate hardening nature of AZ31B Mg sheet at room temperature. With the material coefficients characterized, the analytical expressions of bending were solved incrementally by numerical procedures. The computed thicknesses were compared to the thicknesses of V-die bending tests for validation purposes. It was found that the bending formulation reflecting the tension/compression asymmetry of AZ31B Mg sheet predicts the thickness increase at the initial stage of bending numerically, in agreement with the experimental results. Besides, the thickness variation during bending was found to be significantly affected by the asymmetric R-values of AZ31B Mg sheet. These results were discussed in connection with the movement of the neutral surface, as well as the material asymmetry in tension and compression. (C) 2020 Elsevier Ltd. All rights reserved.
引用
收藏
页码:65 / 80
页数:16
相关论文
共 50 条
  • [21] Tension–compression asymmetry in amorphous silicon
    Yuecun Wang
    Jun Ding
    Zhao Fan
    Lin Tian
    Meng Li
    Huanhuan Lu
    Yongqiang Zhang
    En Ma
    Ju Li
    Zhiwei Shan
    Nature Materials, 2021, 20 : 1371 - 1377
  • [22] PLASTIC BENDING OF ANISOTROPIC SHEET METALS
    TAN, Z
    PERSSON, B
    MAGNUSSON, C
    INTERNATIONAL JOURNAL OF MECHANICAL SCIENCES, 1995, 37 (04) : 405 - 421
  • [23] Optimum finite element for simulation of elasto-plastic bending of sheet metal
    S. H. Kim
    H. Huh
    Metals and Materials, 1998, 4 : 685 - 694
  • [24] Plastic bending of steel sheet piles
    Bourne-Webb, P. J.
    Potts, D. M.
    Rowbottom, D.
    PROCEEDINGS OF THE INSTITUTION OF CIVIL ENGINEERS-GEOTECHNICAL ENGINEERING, 2007, 160 (03) : 129 - 140
  • [25] Optimum finite element for simulation of elasto-plastic bending of sheet metal
    Kim, SH
    Huh, H
    METALS AND MATERIALS-KOREA, 1998, 4 (04): : 685 - 694
  • [26] Determination of elastic-plastic physical properties of sheet metal in bending tests
    Franeck, J
    Thielsch, K
    GESA-SYMPOSIUM 2001: SICHERHEIT UND ZUVERLASSIGKEIT DURCH EXPERIMENTELLE STRUKTUR-UND BEANSPRUCHUNGSANALYSE, 2001, 1599 : 89 - 94
  • [27] Elastic-plastic reduced order modelling of sheet and profiles bending-under-tension
    Aguado, Jose Vicente
    Leygue, Adrien
    Cueto, Elias
    Chinesta, Francisco
    MATERIAL FORMING ESAFORM 2014, 2014, 611-612 : 1371 - 1379
  • [28] Biaxial tension under bending and compression - development of a new formability test for incremental sheet forming
    Ai, S.
    Long, H.
    19TH INTERNATIONAL CONFERENCE ON METAL FORMING, MF 2022, 2022, 1270
  • [29] Evolution of Mechanical Properties in Cyclic Tension-compression Loading on Sheet Metal
    Yu G.
    Zhao J.
    Jixie Gongcheng Xuebao/Journal of Mechanical Engineering, 2019, 55 (04): : 33 - 41
  • [30] Mechanical properties in cyclic tension-compression loading process on sheet metal
    Yu, Gaochao
    Ma, Rui
    Zhai, Ruixue
    Zhao, Jun
    PROCEEDINGS OF THE 17TH INTERNATIONAL CONFERENCE ON METAL FORMING METAL FORMING 2018, 2018, 15 : 1769 - 1776