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Thin-walled epoxy-glass fibre beams subjected to pure bending

Treść / Zawartość
Identyfikatory
Warianty tytułu
Języki publikacji
EN
Abstrakty
EN
Buckling and postbuckling behaviour of thin-walled channel section beam made of epoxy-glass composite have been consid-ered. The beams under analysis was subjected to pure bending. The main aim was check the influence of ply arrangement on buckling load and postbuckling behaviour and validate the authors analytical-numerical method by commercial finite element method software. Mentioned analytical-numerical method has been developed for more than 25 years in Department of Strength of Materials. This method uses asymptotic Koiter theory for conservative systems in the second order approximation modified by Byskov and Hutchinson. Additional-ly, using the finite element method software the influence of ply arrangement on failure load were checked.
Rocznik
Strony
83--88
Opis fizyczny
Bibliogr. 31 poz., rys., tab., wykr.
Twórcy
autor
  • Mechanical Engineering Faculty, Department of Strength of Materials, Lodz University of Technology, ul. Stefanowskiego 1/15, 90-924 Lódź, Poland
  • Mechanical Engineering Faculty, Department of Strength of Materials, Lodz University of Technology, ul. Stefanowskiego 1/15, 90-924 Lódź, Poland
Bibliografia
  • 1. Ambartsumyan S.A. (1970), Theory of anisotropic plates, Tech-nomic.
  • 2. Ashton J.E., Whitney J.M. (1970), Theory of Laminated plates, Technomic.
  • 3. Bernoulli J., Euler L. (1910), Abhandlungen uber das Gleichegewicht und die Schwingungen der Ebenen Elastischen Kurven, Wilhelm Engelmann, 175, Leipzig.
  • 4. Brunelle E.J., Oyibo G.A. (1983), Generic buckling curves for specially orthotropic rectangular plates, AIAA 21, 8, 1150-115.
  • 5. Byskov E., Hutchinson J. W. (1977), Mode interaction in axially stiffened cylindrical shells, AIAA 15(7), 941-948
  • 6. Chailleux A., Hans Y., Verchery G. (1975), Experimental study of the buckling of laminated composite columns and plates, Int. J. Me-chanical Science 17, 489–498.
  • 7. Chandra R., Raju B. (1973), Postbuckling analysis for rectangular orthotropic plates, Int. J of Mechanical Science 16, 81–97.
  • 8. Dębski H., Kubiak T., Teter A. (2013), Buckling and postbuckling behaviour of thin-walled composite channel section column, Compo-site Structures 100, 195–204
  • 9. Fraser Jr., H.R., Miller R.E. (1970), Bifurcation type of buckling of generally orthotropic clamped plates, AIAA 8, 4, 707-712.
  • 10. Gupta R.K., Rao K.P. (1985), Instability of laminated composite thin-walled open-section beams, Composite Materials 4, 299–313.
  • 11. Koiter W.T. (1976), General theory of mode interaction in stiffened plate and shell structures, WTHD, Report 590, Delf.
  • 12. Kołakowski Z., Kowal-Michalska K. (eds), (1999), Selected prob-lems of instabilities in composite structures A series of monographes, Technical University of Lodz Press.
  • 13. Kolakowski Z., Kubiak T. (2005), Load-carrying capacity of thin-walled composite structures, Composite Structures 67, 417–426.
  • 14. Kolakowski Z., Kowal-Michalska K. (eds), (2012), Static, dynamic and stability of structures, Vol. 2, Statics, dynamics and stability of structural elements and systems, A series of monographs, Technical University of Lodz Press, Lodz.
  • 15. Kolakowski Z., Mania R.J. (2013), Semi analytical method versus the FEM for analysis of the local post-buckling of thin-walled compo-site structure, Composite Structures 97, 99–106.
  • 16. Kubiak T. (2001), Postbuckling behavior of thin-walled girders with orthotropy varying widthwise, Int. J. Solid and Structures 38, 28–29, 4839–4856.
  • 17. Lekhnitskii S. (1947), Anisotropnyje plastinki, Moscow-Leningrad.
  • 18. Libove C., (1983), Buckle pattern of biaxially compressed simply supported orthotropic plates, Jnt. of Comp. Materials 17, 45-48.
  • 19. Mandell J.M. (1968), An experimental study of the postbuckling of anisotropic plates, M.S. thesis, Case Western Reserve University.
  • 20. March H. (1942), Buckling of flat plywood plates in compression, shear or combined compression and shear, Forest Products Labora-tory, Rep. 1316.
  • 21. Massey C. (1971), The elastic buckling of orthotropic rectangular plates, Civ. Eng. Trans. CE13, 1, 63-65.
  • 22. Noor A.K. (1975), Stability of multilayered composite plates, Fibre Science and Technology 8, 81–89.
  • 23. Prahakara M.K. Chia C.Y. (1973), Postbuckling behaviour of rectan-gular orthotropic plates, Jnl. Mech. Eng. Sci. 17, 25-33.
  • 24. Reissner. E., Stavsky. Y. (1961), Bending and stretching of certain types of heterogeneous aelotropic elastic plates, Trans ASME Jnl. of Appl. Mech. 9, 402-408.
  • 25. Seydel E. (1933), The critical shear load of rectangular plate, NACA TM 705.
  • 26. Smith R.C.T. (1944), The buckling of flat plywood plate in compres-sion, Australian Council for Aeonautics Rep. 12.
  • 27. Thielemann W. (1950), Contributions to the problem of buckling of orthotropic plates with special reference to plywood, NACA TM 1263.
  • 28. Timoshenko S.P., Gere J.M. (1961), Theory of elastic stability, McGraw-Hill.
  • 29. Ting T.K. Surdenans J. (1987), Buckling of rectangular orthotropic plates under biaxial loading, Jnl of Comp. Materials, 21, 124-128.
  • 30. Vinson J.R. Chou T.W. (1975), Composite Materials and their use in structures, Applied Science Publisher Ltd.
  • 31. Volmir S.A. (1967), Stability of Deformation Systems, Science, Moscow /in Russian/.
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-23e4cf95-0a53-4d8f-9a49-ce5199721622
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