×
Home
Current Archive Editorial Board News Contact
Research paper

CONCRETE DAMAGE PLASTICITY MATERIAL MODEL PARAMETERS IDENTIFICATION

By
Dragan M. Rakić ,
Dragan M. Rakić
Aleksandar S. Bodić ,
Aleksandar S. Bodić
Nikola J. Milivojević ,
Nikola J. Milivojević
Vladimir Lj. Dunić ,
Vladimir Lj. Dunić
Miroslav M. Živković
Miroslav M. Živković

Abstract

The procedure for identifying concrete damage plasticity material model parameters is presented in this paper. Concrete damage plasticity material model represents a constitutive model which is based on a combination of theory of plasticity and theory of damage mechanics. This material model is often used in solving geotechnical problems due to its realistic description of mechanical behavior of concrete material. Theoretical basis of concrete damage plasticity material model and material parameters identification procedure are presented in this paper. Proposed identification procedure is applied on experimental data from uniaxial compression and tension load-unload tests taken from literature. By applying experimental data, stress-strain curve is created. Based on stress-strain load-unload curve, stress-plastic strain and stress-degradation dependences are created which are necessary for material parameters identification. Using these dependences material parameters are determined. Verification of estimated parameters is performed in PAK software package using concrete damage plasticity material model. Finite element model is created for numerical simulations of uniaxial compression and tension tests. Numerical simulation results are compared with experimental data. By comparing numerical simulation results and experimental data it can be concluded that this procedure is effective for determining concrete damage plasticity model parameters.

References

1.
V. G, S S. Softening Response of Plain Concrete in Direct Tension. *ACI Journal Proceedings*. 1985;82(3):310–23.
2.
P. G, D. X, U. N, R. R, K G. CDPM2: A damage-plasticity approach to modelling the failure of concrete. *International Journal of Solids and Structures*. 2013;50(24):3805–16.
3.
M. K, R. S, M. Ž, N G. *Metod konačnih elemenata I* Kragujevac: Mašinski fakultet Univerziteta u Kragujevcu. 1998.
4.
M. K, K.-J B. *Inelastic Analysis of Solids and Structures* Berlin: Springer, Berlin, Heidelberg. 2005.
5.
M. K, R. S, M. Ž, N G. . PAK-S: Program for FE Structural Analysis. Kragujevac: University of Kragujevac, Faculty of Engineering. 2011.
6.
Lee J. *Theory and implementation of plastic-damage model for concrete structures under cyclic and dynamic loading*. 1996.
7.
J. L, G F. Plastic-Damage Model for Cyclic Loading of Concrete Structures. *Journal of Engineering Mechanics*. 1998;124(8).
8.
J. L, J. O, E O. A plastic-damage model for concrete. *International Journal of Solids and Structures*. 1989;25(3):299–326.
9.
J. M, Neves E M. The experimental determination of the angle of dilatancy in soils. In: 17th International Conference on Soil Mechanics and Geotechnical Engineering (Alexandria), 5. 2011.
10.
D. R, A. B, N. M, V. D, M Ž. Material parameters identification of concrete damage plasticity material model. In: 8th International Congress of Serbian Society of Mechanics. 2021.
11.
D. R, V. D, M. Ž, N. G, D D. Modeling of damaged concrete using initial degradation parameter. *Journal of the Serbian Society for Computational Mechanics*. 2019;13(2):8–18.
12.
Y. T, Y U. Hysteretic characteristics of concrete in the domain of high compressive strain. In: *Proceedings Annual Convention AIJ*. 1979. p. 449–50.
13.
G. V, Z. T, P K. Anisotropic damage–plasticity model for concrete. 2008;24(10).

Citation

Article metrics

Google scholar: See link

The statements, opinions and data contained in the journal are solely those of the individual authors and contributors and not of the publisher and the editor(s). We stay neutral with regard to jurisdictional claims in published maps and institutional affiliations.