A Probabilistic Explicit Cracking Model for SFRC Structures

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Title: A Probabilistic Explicit Cracking Model for SFRC Structures

Author(s): Pierre Rossi

Publication: Symposium Paper

Volume: 319

Issue:

Appears on pages(s): 9.1-9.16

Keywords: Cracking; Numerical Model; Probabilistic Approach; Serviceability state; Steel Fibre Reinforced Concrete, Structures

DOI: 10.14359/51700858

Date: 6/1/2017

Abstract:
SFRC (Steel Fibre Reinforced Concrete) is increasingly used for structural applications. Existing national and international recommendations are efficient for designing simple statically determinate structures (beams and slabs) loaded in bending. However, they do not possess a sufficient physical base to propose relevant solutions for more complex structures such as statically indeterminate structures. Moreover, the control of cracking in the serviceability limit state is one of the main interests of using SFRC (for durability aspects) compared with using traditional reinforcement bars. Nowadays, existing design recommendations are not able to provide sufficient relevant information regarding cracking in the serviceability limit state. In this way, the best approach for designing structures with respect to both safety and sustainable development is the use of finite element analysis. The present paper is devoted to a probabilistic explicit cracking model developed since 1985. It is used to analyze the cracking behaviour of different SFRC beams submitted to different loading conditions: bending, shear, statically indeterminate situation. It is demonstrated that this numerical model is fully capable to provide precise information about the cracking process related to this types of structural behaviour, especially concerning the cracks opening evolution.

Related References:

1. AFREM, Recommandations sur les méthodes de dimensionnement, les essais de caractérisation, deconvenance et de contrôle – Eléments de structure en BFM fonctionnant comme des poutres, Edited by P.Rossi, 1995 (in French).

2. RILEM TC162-TDF, Test and Design Methods for Steel Fibre Reinforced Concrete Structures, Materialsand Structures, vol. 35, pp. 262-278, 2002.

3. JSCE, Recommendations for Design and Construction of Ultra-High Strength Fiber Reinforced ConcreteStructures, Japan Society of Civil Engineers, Guideline for concrete n°9, 2006, p.106.

4. Deutcher Ausschuss für Stahlbeton (DAfStb), Guidelines for Steel Fiber Concrete – 23 th Draft –Richtlinie Stahlfaserbeton – DIN 1045, Annex parts 1-4, 2007.

5. CNR-DT 204, Guidelines for Design, Construction and Production Control of fiber reinforced concretestructures, National Research Concil of Italy, 2006.

6. Di Prisco, M., Colombo, M., Dozio, D., 2013, Fibre-reinforced concrete in fib Model Code 2010:principles, models and test validation, Structural Concrete Journal, Volume 14, Issue 4pp. 342–361.

7. Rossi, P., Richer, S., 1987, Numerical Modelling of Concrete Cracking Based on a Stochastic Approach,Materials and Structures, 20(119): 334-337.

8. Rossi, P., Wu, X., 1992, A probabilistic model for material behaviour analysis and appraisement of theconcrete structures, Magazine of Concrete Research, vol. 44, n°161, pp. 271-280.

9. Tailhan, J.L., Rossi, P., Daviau-Desnoyers, D., 2015, Numerical modelling of cracking in steel fibrereinforced concrete (SFRC) structures, Cement and Concrete Composite, vol. 15, pp. 315-321.

10.Rossi, P., Daviau-Desnoyers, D., Tailhan, J.-L., 2015, Analysis of Cracking in Steel Fibre ReinforcedConcrete (SFRC) Structures in Bending using Probabilistic Modelling, Structural Concrete, doi: 10.1002/suco.201400081

11.Rossi, P., Wu, X., Le Maou, F., Belloc, A., 1994, Scale effect on concrete in tension, Materials andStructures, vol. 27, pp. 437-444.

12.Rossi, P., 2012, Experimental study of scaling effect related to post-cracking behaviours of Metal FibresReinforced Concretes, European Journal of Environmental and Civil Engineering, 16(10): 1261-1268.

13.Tailhan J.L., Dal Pont S., Rossi P., 2010, From local to global probabilistic modelling of concretecracking, Ann. Solid. Struct. Mech., vol. 1, pp. 103-115.

14.de Montaignac de Chauvance, R., 2011, Analyse du comportement d'éléments fléchis en béton renforcé defibes métalliques. Du matériau à la structure. PhD thesis of Ecole Polytechnique de Montréal, Canada, p.258 (in french).