Surface crack propagation analysis under residual stress field

被引:0
|
作者
Mochizuki M. [1 ]
Miyazaki K. [2 ]
机构
[1] Department of Manufacturing Science, Osaka University
[2] Mechanical Engineering Research Laboratory, Hitachi, Ltd.
关键词
Butt joints; Comparisons; Crack propagation; Cracking; Defects; Evaluation; Fatigue tests; K1C; Mechanical tests; Plate; Practical investigations; Reference lists; Residual stresses; Strain; Stress distribution; Surfaces; Welded joints;
D O I
10.1007/BF03266522
中图分类号
学科分类号
摘要
Stress intensity factors due to surface crack propagation were analysed by using the influence function method and inherent strain analysis of the residual stress fields caused by welding. The initial residual stress in a plate with a welded butt joint was calculated by using inherent strain analysis, and the redistribution of residual stress and the stress intensity factor due to crack propagation were analysed as changes in the structure's shape. The stress intensity factor was also calculated by using an influence function database. The stress intensity factor in the residual stress fields due to crack propagation obtained by using inherent strain analysis completely agreed with that obtained by using the influence function method. The results of the crack propagation analysis were compared with the experimental results of a fatigue test. It was validated that both the inherent strain analysis and the influence function method were efficient for analysing stress intensity factors in residual stress fields caused by welding.
引用
收藏
页码:38 / 45
页数:7
相关论文
共 50 条
  • [31] PREDICTION OF FATIGUE CRACK GROWTH RATE IN RESIDUAL STRESS FIELD (CONSIDERATION OF PARTIAL CRACK SURFACE CONTACT).
    Todoroki, Akira
    Kobayashi, Hideo
    Nakamura, Haruo
    Nippon Kikai Gakkai Ronbunshu, A Hen/Transactions of the Japan Society of Mechanical Engineers, Part A, 1988, 54 (498): : 205 - 211
  • [32] Effect of residual stress field in front of the slant precrack tip on bent fatigue crack propagation
    Shimizu, K.
    Torii, T.
    Nyuya, J.
    Ma, Y.
    PROGRESSES IN FRACTURE AND STRENGTH OF MATERIALS AND STRUCTURES, 1-4, 2007, 353-358 : 1207 - +
  • [33] Prediction of residual stress distributions due to surface machining and welding and crack growth simulation under residual stress distribution
    Ihara, Ryohei
    Katsuyama, Jinya
    Onizawa, Kunio
    Hashimoto, Tadafumi
    Mikami, Yoshiki
    Mochizuki, Masahito
    NUCLEAR ENGINEERING AND DESIGN, 2011, 241 (05) : 1335 - 1344
  • [34] Analysis of Residual Stress Effect on Fatigue Crack Propagation in Bonded Aeronautical Stiffened Panels
    Meneghin, Ivan
    Ivetic, Goran
    Troiani, Enrico
    RESIDUAL STRESSES VIII, 2011, 681 : 236 - 242
  • [35] Analysis of the retardation in fatigue crack propagation considering the redistribution of residual stress induced by overload
    Jo, Young Chun
    Bang, Jun Kee
    Song, Ha Cheol
    Jang, Chang Doo
    PROCEEDINGS OF THE SEVENTEENTH (2007) INTERNATIONAL OFFSHORE AND POLAR ENGINEERING CONFERENCE, VOL 1- 4, PROCEEDINGS, 2007, : 3452 - +
  • [36] CRACK EXTENSION AND PROPAGATION UNDER PLANE STRESS
    ROSENFIELD, AR
    DAI, PK
    HAHN, GT
    INTERNATIONAL JOURNAL OF FRACTURE MECHANICS, 1966, 2 (01): : 369 - 369
  • [37] CRACK PROPAGATION UNDER A UNIAXIAL COMPRESSIVE STRESS
    PESELNIC.L
    BYERLEE, JD
    TRANSACTIONS-AMERICAN GEOPHYSICAL UNION, 1969, 50 (04): : 325 - &
  • [38] Periodic crack propagation under thermal stress
    Hentschel, HGE
    Bouchbinder, E
    Procaccia, I
    EXPERIMENTAL CHAOS, 2004, 742 : 152 - 157
  • [39] Prediction Study of the Crack Propagation with Consideration of the Residual Stress Redistribution
    Zhu L.
    Jia M.
    Feng Y.
    Wang H.
    Hu J.
    Jia, Minping (mpjia@seu.edu.cn), 1600, Chinese Mechanical Engineering Society (53): : 43 - 49
  • [40] Experimental investigation of fatigue crack propagation in residual stress fields
    Hensel, Jonas
    Nitschke-Pagel, Thomas
    Rebelo-Kornmeier, Joana
    Dilger, Klaus
    FATIGUE DESIGN 2015, INTERNATIONAL CONFERENCE PROCEEDINGS, 6TH EDITION, 2015, 133 : 244 - 254