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Abstract
The effective flange width is a concept proposed by various codes to simplify the computation of stress distribution across the width of composite beams. Questions have been raised as to the validity of the effective slab width provisions, since they have a direct effect on the computed ultimate moment as well as serviceability limit states such as deflection, fatigue, and overloading. The objective of this paper is to present results from an experimental and analytical investigation to determine the effective slab width in steel composite beams. The Finite Element Method (FEM) was employed for the analysis of composite steel-concrete beams having variable concrete flange widths. Results were compared to those from tests performed on eight beams loaded to failure. Beam test specimens had variable flange width and various degrees of composite action (shear connectors). The comparison presented in terms of the applied load versus deflection, and strain in the concrete slab show that the AISC-LRFD code is conservative and underestimates the width active. Based on a detailed parametric study an equation for the calculation of the effective flange width is recommended.
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References
- ABAQUS/Standard User's Manual, 2000, Version 6.1, Hibbitt, Karlsson & Sorensen, Inc.
- ACI 318-02, 2002, "Building Code Requirements for Reinforced Concrete."
- AISC, 2001, "Manual of Steel Construction: Load and Resistance Factor Design - Third Edition," American Institute of Steel Construction, Inc.
- Abu-Amra, T., 2003, "Development of Effective Flange Width Criteria for Composite Steel Structures," Ph.D. Dissertation, Rutgers University, New Jersey, USA.
- Adekola, A.O., 1961, "Effective Widths of Composite Beams of Steel and Concrete," The Structural Engineer, Vol. 16(9), pp. 285-289.
- Bortsch, R., 1921, "Die Mitwirkende Plattenbreite (The Plate Width Contributors)," Der Bauingenieur (The Civil Engineer), Vol. 23, pp. 662 - 667 (in German).
- Canadian Standards Association, 2001, S16-01, Limit State Design of Steel Structures.
- Chen, S., Aref, A., Chiewanichakorn, M. and Ahn, I., 2007, "Proposed Effective Width Criteria for Composite Bridge Girders," Journal of Bridge Engineering, ASCE, Vol. 12(3), pp. 325 - 338.
- Davies, C., 1975, "Steel-Concrete Composite Beams for Buildings," George Godwin Limited.
- DD ENV, 2002, 1994-2:2001, "Eurocode 4: Design of Composite Steel and Concrete Structures," Part 2: Composite Bridges, British Standards.
- Fahmy, E. H. and Robinson, H., 1985, "Effective Slab Widths for Simple Composite Beams with Ribbed Metal Deck," Modeling, Simulation & Control, B, AMSE Press, Vol. 3(1), pp.19-36.
- Fisher, J. W., Kim, S.W. and Slutter, R.G., 1974, "Tests of Lightweight Concrete Composite Bridges at Ultimate Load," Civil Engineering Report, No. 54, Univ. of Maryland.
- Hagood, T. A., Guthrie, L. and Hoadley, P. G.,1968, "An Investigation of the Effective Concrete Slab Width for Composite Construction," Engineering Journal, AISC, pp. 20-25.
- Johnson, R. P., 1975, "Composite Structures of Steel and Concrete," Halsted Press, John Wiley & Sons.
- Karman, T. v., 1923, "Festschrift August Foppls," International Association of Bridge Structural Engineering, pp.114.
- Lee, J.A.N., 1962, "Effective Widths of Tee-Beams," The Structural Engineer, Vol. 40(1), pp. 21-27.
- Mackey, S. and Wong, F.K.C., 1961, "Effective Width of Composite Tee-Beam Flange," The Structural Engineer, Vol. 39(9), pp. 277-285.
- Metzer, W. v., 1929, "Die Mittragende Breite (The Loading Bearing Width)," Luftfahrtforschung (Aeronautics Research), Band 4 [in German].
- Miller, A. B., 1929, "The Effective Width of a Plate Supported by a Beam," The Institution, London.
- Nassif, H., Abu-Amra, T. F. and El-Tawil, S., 2005, "Effective Flange Width Criteria for Composite Steel Girder Bridges," Proceedings of the 84th Annual Meetings of Transportation Research Board, Paper No. 05-2477, Washington, D.C.
- Robinson, H. and Wallace, I.W., 1973, "Composite Beams with 1 ½ inc Metal Deck and Partial and Full Shear Connection," Canadian Society for Civil Engineering, Vol. 16(A-8).
- Schule, 1909, "Mitteilungen der Eidgenossischen Materialprufungsanstalt (Communications of the Swiss Federal Institute of Materialprufungsanstalt," Zurich (in German).
- Timoshinko, S. and Goodier, J. N., 1970, "Theory of Elasticity," McGraw-Hill Co., New York.
- Yam, L.C.P., and Chapman, J.C., 1968, "The Inelastic Behavior of Simply Supported Composite Beams of Steel and Concrete," Proceedings of the Institution of Civil Engineers, Vol. 41, Paper 7111, pp. 651-683.
References
ABAQUS/Standard User's Manual, 2000, Version 6.1, Hibbitt, Karlsson & Sorensen, Inc.
ACI 318-02, 2002, "Building Code Requirements for Reinforced Concrete."
AISC, 2001, "Manual of Steel Construction: Load and Resistance Factor Design - Third Edition," American Institute of Steel Construction, Inc.
Abu-Amra, T., 2003, "Development of Effective Flange Width Criteria for Composite Steel Structures," Ph.D. Dissertation, Rutgers University, New Jersey, USA.
Adekola, A.O., 1961, "Effective Widths of Composite Beams of Steel and Concrete," The Structural Engineer, Vol. 16(9), pp. 285-289.
Bortsch, R., 1921, "Die Mitwirkende Plattenbreite (The Plate Width Contributors)," Der Bauingenieur (The Civil Engineer), Vol. 23, pp. 662 - 667 (in German).
Canadian Standards Association, 2001, S16-01, Limit State Design of Steel Structures.
Chen, S., Aref, A., Chiewanichakorn, M. and Ahn, I., 2007, "Proposed Effective Width Criteria for Composite Bridge Girders," Journal of Bridge Engineering, ASCE, Vol. 12(3), pp. 325 - 338.
Davies, C., 1975, "Steel-Concrete Composite Beams for Buildings," George Godwin Limited.
DD ENV, 2002, 1994-2:2001, "Eurocode 4: Design of Composite Steel and Concrete Structures," Part 2: Composite Bridges, British Standards.
Fahmy, E. H. and Robinson, H., 1985, "Effective Slab Widths for Simple Composite Beams with Ribbed Metal Deck," Modeling, Simulation & Control, B, AMSE Press, Vol. 3(1), pp.19-36.
Fisher, J. W., Kim, S.W. and Slutter, R.G., 1974, "Tests of Lightweight Concrete Composite Bridges at Ultimate Load," Civil Engineering Report, No. 54, Univ. of Maryland.
Hagood, T. A., Guthrie, L. and Hoadley, P. G.,1968, "An Investigation of the Effective Concrete Slab Width for Composite Construction," Engineering Journal, AISC, pp. 20-25.
Johnson, R. P., 1975, "Composite Structures of Steel and Concrete," Halsted Press, John Wiley & Sons.
Karman, T. v., 1923, "Festschrift August Foppls," International Association of Bridge Structural Engineering, pp.114.
Lee, J.A.N., 1962, "Effective Widths of Tee-Beams," The Structural Engineer, Vol. 40(1), pp. 21-27.
Mackey, S. and Wong, F.K.C., 1961, "Effective Width of Composite Tee-Beam Flange," The Structural Engineer, Vol. 39(9), pp. 277-285.
Metzer, W. v., 1929, "Die Mittragende Breite (The Loading Bearing Width)," Luftfahrtforschung (Aeronautics Research), Band 4 [in German].
Miller, A. B., 1929, "The Effective Width of a Plate Supported by a Beam," The Institution, London.
Nassif, H., Abu-Amra, T. F. and El-Tawil, S., 2005, "Effective Flange Width Criteria for Composite Steel Girder Bridges," Proceedings of the 84th Annual Meetings of Transportation Research Board, Paper No. 05-2477, Washington, D.C.
Robinson, H. and Wallace, I.W., 1973, "Composite Beams with 1 ½ inc Metal Deck and Partial and Full Shear Connection," Canadian Society for Civil Engineering, Vol. 16(A-8).
Schule, 1909, "Mitteilungen der Eidgenossischen Materialprufungsanstalt (Communications of the Swiss Federal Institute of Materialprufungsanstalt," Zurich (in German).
Timoshinko, S. and Goodier, J. N., 1970, "Theory of Elasticity," McGraw-Hill Co., New York.
Yam, L.C.P., and Chapman, J.C., 1968, "The Inelastic Behavior of Simply Supported Composite Beams of Steel and Concrete," Proceedings of the Institution of Civil Engineers, Vol. 41, Paper 7111, pp. 651-683.