CONFINEMENT AND EXPANSION MODELS FOR NONLINEAR ANALYSIS OF REINFORCED CONCRETE MEMBERS

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Khalid S. Mahmoud
Ihsan Al-Shaarbaf
Abbas A. Allawi

Abstract

This research pertains to expand the formulation and applicability of using confinement and expansion due to Poisson’s ratio models for three dimensional non-linear finite element analysis of reinforced concrete members. A plasticity based model that acknowledges the asymmetric response of reinforced concrete under multiaxial stress conditions is used to account for the strength improvement under conditions of triaxial compression. Complex behavior of concrete such as compression softening and tension softening are incorporated to simulate concrete behavior. DIANA software is used for finite element analysis with the inclusion of confinement and
expansion effects. The concept of material pre-strains is extended to accommodate modeling of the Poison’s ratio effect. The applicability of the suggested confinement and expansion models are verified by comparing the results of Kupfer and Vecchio – Collins tests on shear panels with that obtained from DIANA software. These comparisons illustrate the ability of the confinement and
expansion models to obtain the response of reinforced concrete members subjected to multiaxial stress conditions.

Article Details

How to Cite
“CONFINEMENT AND EXPANSION MODELS FOR NONLINEAR ANALYSIS OF REINFORCED CONCRETE MEMBERS” (2007) Journal of Engineering, 13(02), pp. 1377–1395. doi:10.31026/j.eng.2007.02.05.
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Articles

How to Cite

“CONFINEMENT AND EXPANSION MODELS FOR NONLINEAR ANALYSIS OF REINFORCED CONCRETE MEMBERS” (2007) Journal of Engineering, 13(02), pp. 1377–1395. doi:10.31026/j.eng.2007.02.05.

Publication Dates

References

Al-Shaarbaf, I..(1990). “A Non-Linear Three-Dimensional Finite Element Analysis.” Ph.D. Thesis, University of Bradford.

Chen, W.F. (1982). “Plasticity in Reinforced Concrete.” McGraw-Hill, New York, USA.

Collins, M.P. , and Porsaz, A. (1989). “Shear Strength for High Strength Concrete “, Bull. No. 193 “Design Aspects of High Strength Concrete.” Committee Euro-International du Beton (CEB), pp. 75-83.

Dawe, D.J. (1984).”Matrix and Finite Element Displacement Analysis of Structures.” Clarendon Press, Oxford.

Hillerborg, A., Mondeer, M., and Petersson, P.E. (1976).“ Analysis of Crack Formation and Growth in Concrete by Means of Fracture Mechanics and Finite Elements.” Cement and Concrete Research, V. 6, No. 6, 1976, pp. 773-782.

Hsieh, S.S., Ting, E.C., and Chen, W.F. (1979).” An Elastic Fracture Model of Concrete.” Proc. 3rdEngineering Division Spec. Conference , ASCE, Austin , Texas, pp. 137-440.

Kupfer, H. , Hilsdorf, K.H,. and Rusch, H.(1969). “Behavior of Concrete Under Biaxial Stresses.” Journal of the American Concrete Institute, V. 66, No. 8, pp. 656-666.

Scott, B.D., Park, R. and Priestley, M.J.N. (1982). “Stress-Strain Behavior of Concrete Confined by Overlapping Hoops at Low and High Strain Rates.” Journal of the American Concrete Institute, V. 79, No. 1, pp. 13-27.

Thorenfeldt, E. , Tomaszewicz, A. , and Jensen, J.J. (1987).” Mechanical Properties of High Strength Concrete and Application in Design.” Proc. Symposium Utilization of High Strength Concrete. Stavanger, Norway, Tapir Trondheim.

Vecchio, F.J., and Collins, M.P. (1982). “ The Response of Reinforced Concrete to in-Plane Shear and Normal Stresses.” Publication No. 82-03, Dept. of Civil Engineering, University of Toronto, Canada.

Vecchio, F. J. (1992). “Finite Element Modeling of Concrete Expansion and Confinement.” Journal of Structural Division, ASCE, Vol. 118, No.9-10, pp. 2390-2406.

Vecchio, F.J., and Collins, M.P. (1993). “ Compressive Response of Cracked Concrete.” Journal of Structural Engineering , ASCE , V. 119, No.12 , 1993, pp. 3590-3610.

Weaver, W., J., and Johnston, P. R. (1984). “Finite Elements for Structural Analysis.” Prentic-Hall, Englwood Cliffs, N. J.

Witte, F.C. D., and Kikstra, W.P. (2002). “DIANA Finite Element Analysis – User’s Manual, Release 9.0.” TNO Building and Construction Research, The Netherlands.

Zeinkiweicz, O.C. (1977). “The Finite Element Method.” Third Edition, McGraw-Hill, London, 1977.

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