Incomplete reduced stiffness method for imperfection sensitivity of cylindrical shells

被引:17
|
作者
Ma, Xiangtao [1 ]
Hao, Peng [1 ]
Wang, Fayao [1 ]
Wang, Bo [1 ]
机构
[1] Dalian Univ Technol, Dept Engn Mech, State Key Lab Struct Anal Ind Equipment, Key Lab Digital Twin Ind Equipment, Dalian 116023, Liaoning, Peoples R China
基金
中国国家自然科学基金;
关键词
Incomplete reduced stiffness method (iRSM); Knock-down factor (KDF); Imperfection sensitivity; Cylindrical shells; Geometric imperfections; AXIAL-COMPRESSION; KNOCKDOWN FACTORS; STIFFENED SHELLS; POSTBUCKLING OPTIMIZATION; BUCKLING DESIGN; LOAD; CYLINDERS;
D O I
10.1016/j.tws.2020.107148
中图分类号
TU [建筑科学];
学科分类号
0813 ;
摘要
Cylindrical shells are commonly used in the industry structures, and they are prone to buckling under axial compression load. However, the practical critical loads are often lower than the theoretical value of buckling load due to the presence of imperfections. In this paper, an incomplete reduced stiffness method (iRSM) is proposed to perform the imperfection sensitivity analysis of cylindrical shells. In the iRSM, it is assumed that membrane stiffness components of the shell would be eroded at the critical buckling state, and a reduction function with two parameters is proposed to describe the mapping between membrane stiffness components and the geometric imperfections of the shell. Then, the buckling load of imperfect cylindrical shells can be obtained by solving the linear buckling problem of the reduced-stiffness system. For typical cylindrical shells, the reduction function is determined according to the measured imperfection and experimental results. By comparison with the experimental results and other conventional methods, it is demonstrated that the iRSM is a high accurate, slightly conservative and fast method to perform the imperfection sensitivity of cylindrical shells.
引用
收藏
页数:9
相关论文
共 50 条
  • [21] Imperfection sensitivity of conical shells
    Goldfeld, Y
    Sheinman, I
    Baruch, M
    AIAA JOURNAL, 2003, 41 (03) : 517 - 524
  • [22] IMPERFECTION SENSITIVITY OF LAMINATED CYLINDRICAL-SHELLS IN TORSION AND AXIAL-COMPRESSION
    SIMITSES, GJ
    SHAW, D
    SHEINMAN, I
    COMPOSITE STRUCTURES, 1985, 4 (04) : 335 - 360
  • [23] Imperfection sensitivity of thin elastic cylindrical shells subject to partial axial compression
    Song, CY
    Teng, JG
    Rotter, JM
    INTERNATIONAL JOURNAL OF SOLIDS AND STRUCTURES, 2004, 41 (24-25) : 7155 - 7180
  • [24] IMPERFECTION SENSITIVITY OF COMPRESSED CIRCULAR CYLINDRICAL SHELLS UNDER PERIODIC AXIAL LOADS
    Pellicano, Francesco
    IMECE 2009: PROCEEDINGS OF THE ASME INTERNATIONAL MECHANICAL ENGINEERING CONGRESS AND EXPOSITION, VOL 10, PTS A AND B, 2010, : 695 - 704
  • [25] Elastic stability and imperfection sensitivity of axially loaded cylindrical shells on narrow supports
    W. Guggenberger
    Computational Mechanics, 2006, 37 : 537 - 550
  • [26] Elastic stability and imperfection sensitivity of axially loaded cylindrical shells on narrow supports
    Guggenberger, W
    COMPUTATIONAL MECHANICS, 2006, 37 (06) : 537 - 550
  • [27] Reduced-stiffness method in the theory of shells
    Gavrilenko, GD
    Croll, JGA
    INTERNATIONAL APPLIED MECHANICS, 2004, 40 (07) : 715 - 743
  • [28] Reduced-Stiffness Method in the Theory of Shells
    G. D. Gavrilenko
    J. G. A. Croll
    International Applied Mechanics, 2004, 40 : 715 - 743
  • [29] Imperfection Sensitivity of Large Cylindrical Shells Under Vacuum Considering Different Geometric Ratios
    Böhm, Manuela
    Schaumann, Peter
    ce/papers, 2022, 5 (04) : 659 - 666
  • [30] Stacking sequence influence on imperfection sensitivity of cylindrical composite shells under axial compression
    Friedrich, Linus
    Loosen, Simon
    Liang, Ke
    Ruess, Martin
    Bisagni, Chiara
    Schroeder, Kai-Uwe
    COMPOSITE STRUCTURES, 2015, 134 : 750 - 761