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Reseach Article

Ultimate Behavior of Composite Castellated Beams under Vertical Loads

by R. E. S. Ismail, A.s. Fahmy, N. M. Tawfik
International Journal of Computer Applications
Foundation of Computer Science (FCS), NY, USA
Volume 108 - Number 5
Year of Publication: 2014
Authors: R. E. S. Ismail, A.s. Fahmy, N. M. Tawfik
10.5120/18911-0214

R. E. S. Ismail, A.s. Fahmy, N. M. Tawfik . Ultimate Behavior of Composite Castellated Beams under Vertical Loads. International Journal of Computer Applications. 108, 5 ( December 2014), 40-46. DOI=10.5120/18911-0214

@article{ 10.5120/18911-0214,
author = { R. E. S. Ismail, A.s. Fahmy, N. M. Tawfik },
title = { Ultimate Behavior of Composite Castellated Beams under Vertical Loads },
journal = { International Journal of Computer Applications },
issue_date = { December 2014 },
volume = { 108 },
number = { 5 },
month = { December },
year = { 2014 },
issn = { 0975-8887 },
pages = { 40-46 },
numpages = {9},
url = { https://ijcaonline.org/archives/volume108/number5/18911-0214/ },
doi = { 10.5120/18911-0214 },
publisher = {Foundation of Computer Science (FCS), NY, USA},
address = {New York, USA}
}
%0 Journal Article
%1 2024-02-06T22:42:13.420335+05:30
%A R. E. S. Ismail
%A A.s. Fahmy
%A N. M. Tawfik
%T Ultimate Behavior of Composite Castellated Beams under Vertical Loads
%J International Journal of Computer Applications
%@ 0975-8887
%V 108
%N 5
%P 40-46
%D 2014
%I Foundation of Computer Science (FCS), NY, USA
Abstract

The aim of this paper is to carry out extensive numerical investigations about the effect of various parameters on both buckling loads and ultimate behavior of continuous partially composite castellated beams under vertical loads. Efficient nonlinear 3D Finite Element Model using ABAQUS software is developed. The initial geometric imperfection and material nonlinearities were carefully considered in the analysis. At first, Eigenvalue analysis is carried out to obtain the elastic buckling load and the corresponding buckling mode. In order to trace the entire load-deflection curve, the first buckling mode is factored and inserted into the inelastic geometrical nonlinear analysis of the beam as initial imperfection. The reliability of the model is demonstrated by comparisons with experiments and with alternative numerical and analytical analyses for continuous composite beam. Different modeling techniques available in ABAQUS are used for the modeling of the shear connectors. In addition, a parametric study is carried out to investigate the effect of change in cross-section geometries, beam length, alignment of stiffeners, concrete strength, steel strength and concrete slab thickness on the both buckling and the overall structural behavior of continuous partially composite castellated beams under vertical loads. A total of 96 partially composite castellated beams are studied. Based on the findings of the finite element results, a number of recommendations on the methods of modeling and on the design of continuous steel-concrete composite castellated beams are suggested.

References
  1. Nethercot, D. A, Kerdal, D. , (1982). Lateral torsional buckling of castellated beams. The Structural Engineer, 60B (3), 53-61.
  2. Larnach, J. W. , and Park, R. (1964). The behavior under load of six castellated composite T-beams. Civ. Engng. and Pub. Works, 59:692, 339-343.
  3. Giriyappa, J. and Baldwin, J. W. (1966). Behavior of composite castellated hybrid beams. Univ. of Missouri Engng. Experimental Res. Station, Columbia. . Mo. ,USA.
  4. Hartono. W. , and Chiew. S. P. (1996). Composite behavior of half castellated beam with concrete top slab. Advances in Steel Structures. Proceedings of a conference in Hong Kong. Pergamon. Editors: S. L. Chan and J. G. Teng. pp 437-442.
  5. Megharief, J. D. , (1997). Behavior of composite castellated beams. MSc thesis, McGill University, Montreal.
  6. Gizejowski, M. A. , Salah, W. , (2011). Numerical modeling of composite castellated beams. Proc. Local Seminar of the polish Chapter of IASS, Warsaw, 554-565.
  7. Salah, W. , Gizejowski, M. A. , (2008a). Numerical finite element modeling of the stability behavior of slender section steel-concrete composite beams with web openings. Proc. Local Seminar of the polish Chapter of IASS, Warsaw, 76-86.
  8. Salah, W. , Gizejowski, M. A. , (2008b). Experimental investigation of the stability behavior of slender section steel-concrete composite beams with web openings. Proc. Local Seminar of the polish Chapter of IASSWarsaw, 68-75.
  9. Gizejowski, M. A. , Salah, W. (2007). Failure modes of composite beams in the hogging moment region of continuous or semi-continuous systems. Proc. Local Seminar of the Polish Chapter of IASS, Warsaw, 114–136.
  10. Hibbitt, Karlsson and Sorensen, (2008). ABAQUS standard user's manual. Inc. vols. 1, 2 and 3. Version 6. 8-1. USA.
  11. Gattesco, N. , (1999). Analytical modelling of nonlinear behavior of composite beams with deformable connection. Journal of Constructional Steel Research, 52, 195-218.
  12. Carreira, D. J. , and Chu, K. H. , (1985). Stress-Strain relationship for plain concrete in compression. ACI Struct. J. , 82(11), 797-804.
  13. Baskar, K. ; Shanmugam, N. E. ; Thevendran, V. (2002). Finite element analysis of steel-concrete composite plate girder, Journal of Structural Engineering 128(9): 1158–1168.
  14. Liang, Q. , Uy, B. , Bradford, M. and Ronagh, H. , (2005). Strength analysis of steel-concrete composite beams in combined bending and shear, Journal of Structural Engineering. ASCE, 131(10), 1593-1600.
  15. Ansourian P. , (1981). Experiments on continuous composite beams. Proc. Inst. Civil Eng. , Part 2, 25-51.
  16. Dabaon, M. A. , (2002). Effective width of composite beam at region of negative moment. Scientific Bulletin, Ain Shams University, Faculty of Engineering, 37(1), 85-109.
  17. Donahey, R. C. and Darwin, D. , (1986). Performance and design of composite beams with web opening. SM Report No. 18, University of Kansas Center for Research, Lawrence, Kansas, USA (April).
  18. Eurocode 4 (1992), ENV 1994-1-1:1992 – Design of composite steel and concrete structures Part - 1- 1: General rules and rules for buildings. Brussels
  19. Eurocode 3, (2007). Design of steel structures part 1–12: additional rules for the extension of EN 1993 up to steel grades S 700. London (UK): British Standards, Institution, BS EN 1993-1-12.
  20. Mashaly, E. M. , Zien Eldin, H. , El-Heweity, M. , Ismail, R. and Ismail, H. , (2010). Behavior of stub girder floor system with partial shear connection. Alexandria Engineering Journal 49,357-370.
Index Terms

Computer Science
Information Sciences

Keywords

Castellated beams partially composite beams Distortional buckling Finite element.