Effect of the Shear Force on the Failure of Spatial Concrete Framework Structures

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Firstly, the previously developed numerical model for static analysis of spatial concrete frame structures is briefly described. In this model, cross-sections of structural elements can be of arbitrary shape and formed by various materials, with arbitrary normal stress normal strain relations. This model only includes the effect of normal stresses on the structure failure. Here, it was improved by including the effect of shear forces on the failure of reinforced concrete beam elements. Shear bearing capacity of reinforced concrete section includes the concrete capacity, as well as the shear bearing capacity of longitudinal, transversal and inclined reinforcement bars. The developed numerical model and appropriate software were verified on experimental shear test of a concrete beams. Good agreement was obtained between the experimental and the numerical results. However, further verifications of the presented numerical model are needed.

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67-80

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June 2013

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© 2013 Trans Tech Publications Ltd. All Rights Reserved

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[1] J. Navarro Gregori, P. Miguel Sosa, M.A. Fernandez Prada, F. C. Filippou: Engineering Structures, Vol. 29 (2007), pp.3404-3419

DOI: 10.1016/j.engstruct.2007.09.001

Google Scholar

[2] S. Mohr, J. M. Bairán, A. R. Mar: Engineering Structures, Vol 32(12), (2010), p.3936–3954

Google Scholar

[3] J.O. Carneiro, S. Jalali, V. Teixeira, M. Tomas: Construction and Building Materials, Vol. 19 (2005), pp.493-499

Google Scholar

[4] T. Rabezuk, J. Akkermann, J. Eibl: International Journal of Solids and Structures, Vol. 42 (2005), pp.1327-1354

Google Scholar

[5] B. Trogrlić, A. Mihanović: Engineering Computations, Vol. 25(2), (2008), pp.155-171

Google Scholar

[6] Y. Zhang, B. D. Y. Ye, S. Cheng in Proceedings of the 12th International Conference of Computing in Civil and Building Engineering, Nottingham University Press (2010)

Google Scholar

[7] H. Mostafaei, F. J. Vecchio: ASCE Structural Journal, Vol. 134(9), (2008), pp.1538-1547

Google Scholar

[8] J-Y Lee, M. Y. Sang-Woo Kim: ASCE, Journal of Structural Engineering, (2011), p.1017

Google Scholar

[9] Bilal El-Ariss: European Journal of Scientific Research, Vol.47(2), (2010), pp.207-213

Google Scholar

[10] P. Bhatta, M.Abdel Kadera: Computers & Structures, Vol. 68(1–3), (1998), p.139–155

Google Scholar

[11] J. Sagaseta and R.L. Vollum: Magazine of Concrete Research, Vol. 62(4), (2010), pp.267-282

Google Scholar

[12] Ahmed B. Shuraim: Journal of King Saud University-Engineering Sciences (2012) (in press)

Google Scholar

[13] J. Radnić, A. Harapin in Proocedings of Croatian Civil Engineering Association, Zagreb, (1992), pp.207-212

Google Scholar

[14] R. Markić, S. Mucić, J. Radnić, A. Harapin, N. Grgić: in Proocedings of International Scientific Symposium Modeling of Structures, edited by Ivo Čolak, Mostar, (2008), pp.345-366.

Google Scholar

[15] S. Mohr, J. M. Bairan, A. R. Mari: Engineering Structures, Vol. 32 (2010), pp.3936-3954

Google Scholar

[16] F. Leonhardt, R. Walther: Deutscher Ausschuss für Stahlbeton Heft 151, (1962)

Google Scholar

[17] F. Leonhardt: Mag Concr Res, Vol. 17(53), (1965)

Google Scholar

[18] A.Cladera Shear design of reinforced high strength concrete beams (Doctoral thesis. Barcelona: Universitat Politčcnica de Catalunya, 2002)

Google Scholar

[19] F.J. Vecchio, W. Shim: ASCE J Struct Eng, Vol. 130(3), (2004), p.460–469

Google Scholar