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K型管状接头随机疲劳强度和裂纹扩展规律的研究

聂国华 张若京 刘人怀

聂国华, 张若京, 刘人怀. K型管状接头随机疲劳强度和裂纹扩展规律的研究[J]. 应用数学和力学, 2001, 22(6): 572-578.
引用本文: 聂国华, 张若京, 刘人怀. K型管状接头随机疲劳强度和裂纹扩展规律的研究[J]. 应用数学和力学, 2001, 22(6): 572-578.
NIE Guo-hua, ZHANG Ruo-jing, LIU Ren-huai. An Investigation on Random Fatigue Strength of K-Type Tubular Joints and Crack Propagation Behaviors[J]. Applied Mathematics and Mechanics, 2001, 22(6): 572-578.
Citation: NIE Guo-hua, ZHANG Ruo-jing, LIU Ren-huai. An Investigation on Random Fatigue Strength of K-Type Tubular Joints and Crack Propagation Behaviors[J]. Applied Mathematics and Mechanics, 2001, 22(6): 572-578.

K型管状接头随机疲劳强度和裂纹扩展规律的研究

基金项目: 上海市重点学科资助
详细信息
    作者简介:

    聂国华(1964- ),男,江西南昌人,教授,博士,博士生导师,已发表论文40余篇、出版专著一部.

  • 中图分类号: O346.1

An Investigation on Random Fatigue Strength of K-Type Tubular Joints and Crack Propagation Behaviors

  • 摘要: 分析了K型焊接管状接头受轴向和面外弯曲载荷作用下的随机疲劳问题。通过将焊趾处的表面裂纹的初始尺寸和材料常数作为随机变量处理,并计及焊缝的影响,共产生500个随机样本,最终得到裂纹扩展寿命和裂纹形状变化影响的统计计算结果,并与有关实验数据比较,给予了回归分析。同时,也考察了裂纹扩展规律。
  • [1] Dover W D, Holdbrook S J, Hibberd R D, et al. F atigue crack growth in T joints; out-of-plane bending[A]. Proc OTC[C]. Paper 3252, Houston: Taxas, 1978.
    [2] Dover W D, Chaudhury G K, Dharmavasan S. Experimental and finite element comparisons of local stresses and compliance in tubular welded T joints[A]. Proc Int Conf on Steel in Marine Structure[C]. Paper No.4.3,Paris,1981.
    [3] Gibstein M B. Fatigue strength of welded tubular joints tested at detnorske veritas laboratories[A]. Proc Int Conf on Steel in Marine Structures[C]. Paper No 8.4,Paris,1981.
    [4] Clayton A M. Assessment of UKOSRP crack growth data to investigate the remaining life of offshore structures after inspection[R]. UKAEA, Report No ND-R-852(R),HSMO,London,1982.
    [5] Paris P, Erdogan F. A critical analysis of crack propagati on laws [J]. Journal of Basic Engineering, Trans ASME,1963,85:528-534.
    [6] Aamodt B. Application of finite element method to problems in linear and nonlinear fracture mechanics[D]. Dr-Ing thesis. Trondheim, Norway: The Norwegian Institute of Technology,1974.
    [7] Newman J C, Raju I S. An empirical stress-intensity factor equation for the surface crack[J]. Engineering Fracture Mechanics,1981,15 (1-2):185-192.
    [8] Shang-Xian W. Shape change of surface crack during fatigue growth [J]. Engineering Fracture Mechanics,1985,22(5):897-913.
    [9] Delft D R V, Dijkstra O D, Snijder H H. The calculation of fatigue crack growth in welded tubular joints using fracture mechanics[A]. Proc OTC [C]. Paper 5352,Houston: Taxas,1986.
    [10] 张延宏,柳春图,梅红. 管节点疲劳寿命估算的统计分析方法[J]. 海洋工程,1990,8(4):15-23.
    [11] Nie G H, Weng Z Y. A random numerical simulation analysis of fatigue strength of tubular joints in offshore platforms[A]. Proc of Int Conf on Comp Meth in Struct and Geotech Engng[C]. Hong Kong: The University of Hong Kong,1994,1226-1231.
    [12] 聂国华,翁智远,刘人怀. 用概率断裂力学方法预测管状接头的疲劳寿命 [J]. 应用数学和力学,1994,15(11):963-969.
    [13] Lawrence F V, Ho N J, Mazumdar P K. Predicting the fatigue resistance of welds[J]. Ann Rev Mater Sci,1981,11:401-425.
    [14] Dijkstra O D, Snijder H H, Overbeeke J L, et al. Prediction of fatigue crack growth for welded joints using stress intensity factors determined by FEM calculations[A]. Steel in Marine Structures[C]. Amsterdam: The Netherlands,1987,885-899.
    [15] Wylde J G, McDonald A. The influence of joint dimensions on the fatigue strength of welded tubular joints[A]. Proceedings of the Second Inter national Conference on Behavior of Off-Shore Structures[C]. London: England, 1979,535-550.
    [16] McDonald A, Wylde J G. Experimental Results of Fatigue Tests on Tubular Welded Joints, Fatigue in Off-Shore Structural Steels[M]. London,England: Thomas Telford Ltd,1981,89-100.
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  • 被引次数: 0
出版历程
  • 收稿日期:  2000-01-28
  • 修回日期:  2000-11-21
  • 刊出日期:  2001-06-15

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