journal article·2004Open access

Time-Dependent Nonlinearity of Compression Softening in Concrete

Khaled Farouk El-Kashif, Koichi Maekawa

Abstract

As nonlinear post-peak mechanics is time dependent in nature and the transient process of collapse is influenced by loading rates, post-peak analyses have to be conducted considering softened structural concrete under varying rates of straining. To meet this challenge, a new time-dependent constitutive model, which encompasses both near- and post-peak regions in concrete compression, is proposed. Towards better evaluation of structural collapse under extreme loads, a coupled plastic-damaging law is presented. For the purpose of identifying evolution laws of plasticity and continuum damage, experimental investigation into rate-dependent nonlinearity was performed under different levels of lateral confinement. The plastic and damage evolutions were formulated with respect to paths of intrinsic stress intensity of damage continua and time. The combined law of short-term elasto-plastic and fracture successfully convey nonlinear creep deformation and rate dependent strength, as well as delayed creep rupture of material instability.
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Research context

OpenAlex topics: Structural Behavior of Reinforced Concrete · Structural Response to Dynamic Loads · Seismic Performance and Analysis

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Affiliations

Department of Civil Engineering, University of Tokyo

References (10)

Show source-provided references
1. Irawan, P. and Maekawa, K. (1994). “Three-dimensional analysis of strength and deformation of confined concrete columns.” Concrete Library of JSCE, 24, 47-70.
2. Lettsrisakulrat, T., Watanabe, K., Matsuo, M. and Niwa, J. (2000). “Localization effects and fracture mechanism of concrete in compression.” Proceedings of JCI, 22 (3), 145-150.
3. Maekawa, K., Pimanmas, A. and Okamura, H. (2003). “Nonlinear Mechanics of Reinforced Concrete.” SPON Press.
4. Mander, J. B, Priestley, M. J. N. and Park, R. (1988). “Theoretical stress-strain model for confined concrete.” Journal of the Structural Division, ASCE, 114, 1804-1826.10.1061/(ASCE)0733-9445(1988)114:8(1804) ↗
5. Pallewatta, T. M., Irawan, P. and Maekawa, K. (1995). “Effectiveness of laterally arranged reinforcement on the confinement of core concrete.” Journal of Materials, Concrete structures and Pavements, JSCE, V-28 (520), 297-308.
6. Richart, F. E., Brandtezaeg, A. and Brown, R. L. (1928). “A study of the failure of concrete under combined compressive stresses.” Bulletin No. 1985, University of Illinois, Urbana, Nov. 1928.
7. Rusch, H. (1960). “Research towards a general flexural theory for structural concrete.” Journal of the ACI, 57 (1), 1-27.
8. 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 rate.” Journal of the ACI, 79 (1), 13-27.
9. Sheikh, S. A. (1982). “A comparative study of confinement models.” Journal of the ACI, 79, 296-306.
10. Song, C., Maekawa, K. and Okumara H. (1991). “Time and path-dependent uniaxial constitutive model of concrete.” Journal of The Faculty of Engineering, The University of Tokyo (B), XLI (1), 159-237.