Nonlinear Probabilistic Analysis of the Reinforced Concrete Structure Failure of a Nuclear Power Plant Considering Degradation Effects

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This paper describes the reliability analysis of a concrete containment for VVER 440 under a high internal overpressure considering nonlinear behavior of reinforced concrete structure. The probabilistic safety assessment (PSA) aims at an assessment of the probability of the concrete structure failure under the excessive overpressure. The non-linear analysis of the concrete structures was taken. The uncertainties of the loads level (long-time temperature and dead loads), the material model (concrete cracking and crushing, behavior of the reinforcement and liner), degradation effects and other influences following from the inaccuracy of the calculated model and numerical methods were taken into account in the response surface method (RSM). The results of the reliability analysis of the NPP structures are presented.

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1087-1098

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December 2012

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[1] ACI Committee E 222, Corrosion of Metals in Concrete, ACI 222R-89, American Concrete Institute 1989, Detroit, MI.

Google Scholar

[2] Eurocode 2: Design of concrete structures, Part 1: General rules and rules for buildings, CEN Brussels, (2001).

Google Scholar

[3] Haldar, A. Mahadevan, S.: Probability, Reliability and Statistical Methods in Engineering Design, John Wiley&Sons 2000, New York.

Google Scholar

[4] Hinton, E., Owen, D.R.J.: Finite Element Software for Plates and Shells, DCE University College Swansea U. K., Pineridge Press 1984, Swansea.

Google Scholar

[5] IAEA: Development and Application of Level 2 Probabilistic Safety Assessment for Nuclear Power Plants, Draft Safety Guide DS393, Draft 6, (2008).

Google Scholar

[6] Jerga, J. Križma, M.: Assessment of Concrete Damage, Building Research Journal 54, (2006).

Google Scholar

[7] Kohnke, P.: ANSYS, Theory, SAS IP Inc. 2008, Canonsburg.

Google Scholar

[8] Kolmar, W.: Beschreibung der Kraftuebertragung ueber Risse in nichtlinearen Finite-Element-Berechnungen von Stahlbetontragwerken, PhD Thesis, T.H. Darmstadt 1986, Darmstadt.

Google Scholar

[9] Králik, J.: Experimental and Numerical Analysis of Reinforced Concrete Containment after Loss of Coolant Accident, In: International Symposium on Mechanics of Composites, ed. M. Černý, CTU in Prague, Klokner Institute, Prague 2002, p.91.

Google Scholar

[10] Králik, J.: Probability Nonlinear Analysis of Reinforced Concrete Containment Damage due to High Internal Overpressure, Engineering Mechanics 12 (2005) 113.

Google Scholar

[11] Králik, J.: Comparison of Probabilistic Methods Efficiency to Solve the Structure Reliability in FEM, In: IX. International Conference on Reliability of Structures, Prague 2008, p.41.

Google Scholar

[12] Králik, J.: Reliability Analysis of Structures Using Stochastic Finite Element Method, Edition STU Bratislava 2009, Bratislava.

Google Scholar

[13] Králik, J.: Safety and Reliability of Nuclear Power Buildings in Slovakia. Earthquake-Impact-Explosion, Edition STU Bratislava 2009, Bratislava.

Google Scholar

[14] Králik, J.: A RSM Method for Probabilistic Nonlinear Analysis of Reinforced Concrete Bubbler Tower Structure Integrity. In proc. European Safety and Reliability Conference, ESREL 2009, Reliability, Risk and Safety, Theory and Applications, CRC Press/A. Balkema Book, Taylor&Francis Group, Prague, Czech Republic, 7-10 September, Vol. 2, pp.1369-1372.

DOI: 10.1201/9780203859759.ch188

Google Scholar

[15] Králik, J.: Probabilistic Safety Analysis of the Nuclear Power Plants in Slovakia, In: Journal of KONBIN. - ISSN 1895-8281. - No. 2, 3 (14, 15) (2010), s. 35-48.

DOI: 10.2478/v10040-008-0163-y

Google Scholar

[16] Kupfer, H. Hilsdorf, H.K., Ruesch, H.: Behavior of Concrete Under Biaxial Stresses, Journal ACI 66 (1969) 656.

Google Scholar

[17] Lenkei, P., Györgyi, J.: Probabilistic Structural Analysis of Nuclear Containment under LB LOCA. Report JE Paks, N-Quad Ltd. 1999, Pécs.

Google Scholar

[18] Li, C.Q.: Time Dependent Reliability Analysis of the Serviceability of Corrosion Affected Concrete Structures, International Journal of Materials & Structural Reliability 3 (2005) 105.

Google Scholar

[19] Meskouris, K. Wittek, U.: Aspects in Modern Computational Structural Analysis, A.A. Balkema Publishers 1997, Rotterdam.

Google Scholar

[20] Nilson A.H. -Bažant,Z. -Chang,T.,Y., &oth.: Finite Element Analysis of Reinforced Concrete, ASCE, New York, (1982).

Google Scholar

[21] Oñate, E. Oller, S. Oliver, J. Lubliner, J.: A Constitutive Model for Cracking of Concrete Based on the Incremental Theory of Plasticity, Engineering Computation 5 (1993) 309.

DOI: 10.1108/eb023750

Google Scholar

[22] Rosowsky, D.V.: Structural Reliability. Part of Structural Engineering Handbook, ed. Chen Wai-Fah, Boca Raton, CRC Press LLC (1999).

Google Scholar

[23] Sucharda, O. Brožovský, J.: Approach to the Assessment of Concrete Structures based on Non-Linear Elasto-Plastic Analysis. In Proceedings of the 12th International Conference on Civil, Structural and Environmental Engineering Computing, B.H.V. Topping and M. Papadrakakis, (Editors), Funchal: Civil-Comp Press (Stirlingshire), paper 121. (2009).

DOI: 10.4203/ccp.91.121

Google Scholar

[24] Teplý, B., Chromá, M., Rovnaník, P.: Durability Assessment of Concrete Structures: Reinfor-cement Depassivation due to Carbonation, Structure and Infrastructure Engineering, 6 (2010) 317.

DOI: 10.1080/15732470701511550

Google Scholar

[25] Vejvoda, S., Keršner, Z., Novák, D., Teplý, B.: Probabilistic Safety Assessment of the Steam Generator Cover, In: SMiRT17, 17th International Conference on Structural Mechanics in Reactor Technology, Prague 2003, CD-ROM.

DOI: 10.1007/978-94-010-0608-8_25

Google Scholar