Pregnant Beam-Column Element For Global, Local and Intercation Buckling

Publish Year: 1382
نوع سند: مقاله کنفرانسی
زبان: English
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ICCE06_384_8828826276

تاریخ نمایه سازی: 25 مهر 1384

Abstract:

Design methods for thin-walled structures usually guards against two types of buckling;overall (member) buckling and local (plate) buckling. With increasing use of cold-formed sections with slender plate components and low torsional rigidity, the interaction between global and local modes should not be overlooked. Finite element analysis using plate or shell elements or finite strip analysis can be employed for this purpose. Such an analysis is more feasible for a single member or a small subassembly rather than a full-scale structure. A compact technique for bifurcation analysis of thin-walled structures is presented in this paper. The technique is capable of predicting global, local and interactive buckling without the need for discretisation of the cross-section. For this reason the method lend itself for preliminary analysis of practical structures. In this approach, a pregnant beam-column element is developed whereby the global modes of a standard beam-column element are impregnated by the local modes. The concept of amplitude modulation is then introduced to account for the interaction between global and local modes

Authors

F. Albermani

Department of Civil Engineering, Unveristy of Queensland, Australia ۴۰۷۲

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  • Albermani, F., Kitipornchai, S, and Chin, S., Stability of cold-formed ...
  • Ali, M.A. and Sridharan, S., A versatile model for interactive ...
  • Avent, R.R. and Robinson, J.H., Elastic stability of polygon folded ...
  • Basu, P.K. and Akhtar, M.N., Interactive and local buckling of ...
  • Chan, S.L. and Kitipornchai, S., Geometric nonlinear analysis of asymmetric ...
  • Chin, C.K., Albermani, F. and Kitipornchai, S., Stability of thin-walled ...
  • Koiter, W.T. and Pignataro, M., An alternative approach to the ...
  • Lee, S.L., Chiew, S.P. and Shanmugam, N.E., Local and overall ...
  • Murray, N.W., Introduction to the theory of thin-walled structures, Oxford ...
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