Seismic Performance of Reinforced Concrete Frame Structure Based on Plastic Rotation
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Seismic Performance of Reinforced Concrete Frame Structure Based on Plastic Rotation

Authors: Kahil Amar, Meziani Faroudja, Khelil Nacim

Abstract:

The principal objective of this study is the evaluation of the seismic performance of reinforced concrete frame structures, taking into account of the behavior laws, reflecting the real behavior of materials, using CASTEM2000 software. A finite element model used is based in modified Takeda model with Timoshenko elements for columns and beams. This model is validated on a Vecchio experimental reinforced concrete (RC) frame model. Then, a study focused on the behavior of a RC frame with three-level and three-story in order to visualize the positioning the plastic hinge (plastic rotation), determined from the curvature distribution along the elements. The results obtained show that the beams of the 1st and 2nd level developed a very large plastic rotations, or these rotations exceed the values corresponding to CP (Collapse prevention with cp qCP = 0.02 rad), against those developed at the 3rd level, are between IO and LS (Immediate occupancy and life Safety with qIO = 0.005 rad and rad qLS = 0.01 respectively), so the beams of first and second levels submit a very significant damage.

Keywords: Seismic performance, performance level, pushover analysis, plastic rotation, plastic hinge.

Digital Object Identifier (DOI): doi.org/10.5281/zenodo.3593198

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References:


[1] ATC. Seismic evaluation and retrofit of concrete buildings. ATC 40, Redwood City: Applied Technology Council, 1996 39. Kheyroddin A, Mortezaei A. The effect of element size and plastic hinge characteristics on nonlinear analysis of RC frames. Iranian Journal of Science and Technology. Transaction B. Engineering, 2008, 2(B5): 451–470
[2] Bae S, Bayrak O. Plastic hinge length of reinforced concrete columns. ACI Structural Journal, 2008, 105(3): 290–300 28. Chopra A K, Goel R K. A modal pushover analysis procedure for estimating seismic demands for buildings. Earthquake Engineering & Structural Dynamics, 2002, 31(3): 561–582
[3] Baker A L L, Amarakone A M N. Inelastic hyperstatic frame analysis. ACI Structural Journal, 1964, SP-12: 85–142 42. Baker A L L. Ultimate Load Theory Applied to the Design of Reinforced and Prestressed Concrete Frames. London: Concrete Publications Ltd., 1956, p91
[4] Bayrak O, Sheikh S A. Confinement reinforcement design considerations for ductile HSC columns. Journal of the Structural Division, 1998, 124(9): 999–1010
[5] Berry M P, Lehman D E, Lowes L N. Lumped-plasticity models for performance simulation of bridge columns. ACI Structural Journal,2008, 105(3): 270–279
[6] Corley W G. Rotational capacity of reinforced concrete beams.journal of the Structural Division, 1966, 92(ST5): 121–146 46. Herbert A, Sawyer J R. Design of concrete frames for two failure stages. ACI Structural Journal, 1964, SP-12: 405–437
[7] FEMA. NEHRP Commentary on the Guidelines for Seismic Rehabilitation of Buildings, FEMA 273 Report, prepared by the Building Seismic Safety Council and the Applied Technology Council for the Federal Emergency Management Agency, Washington, D.C., 1997
[8] Kahil A., Nekmouche A., Boukais S. et al. (2017), Effect of RC wall on the development of plastic rotation in the beams of RC frame structures, Frontiers of Structural and Civil Engineering, Vol. 12, No 3, pp. 318-330.
[9] Kim S, D’Amore E. Pushover analysis procedure in earthquake engineering. Earthquake Spectra, 1999, 15(3): 417–434 32. ATC. Seismic evaluation and retrofit of concrete buildings. ATC 40, Redwood City: Applied Technology Council, 1996
[10] Mattock A H. Rotational capacity of hinging regions in reinforced concrete beams. ACI Structural Journal, 1964, SP-12: 143–181 48. Mattock A H. Rotational capacity of hinging regions in reinforced concrete beams. Journal of the Structural Division, 1967, 93(ST2): 519–522
[11] Mortezaei A, Ronagh H R. Plastic hinge length of FRP strengthened reinforced concrete columns subjected to both far-fault and nearfault ground motions. Scientia Iranica, 2012, 19(6): 1365–1378
[12] Park R, Priestley M J N, Gill W D. Ductility of square-confined concrete columns. Journal of the Structural Division, 1982, 108 (ST4): 929–950
[13] Paulay T, Priestley M J N. Seismic Design of Reinforced Concrete and Masonry Buildings. New York: John Wiley & Sons, 1992 51. Riva P, Cohn M Z. Engineering approach to nonlinear analysis of concrete structures. Journal of the Structural Division, 1990, 116(8): 2162–2186
[14] Sheikh S A, Khoury S S. Confined concrete columns with stubs. ACI Structural Journal, 1993, 90(4): 414–431 53. Sheikh S A, Shah D V, Khoury S S. Confinement of high-strength concrete columns. ACI Structural Journal, 1994, 91(1): 100–111
[15] Takeda, T., Sozen, M.A. and Nielsen, N.N. (1970), Reinforced Concrete Response to Simulated Earthquakes, Journal of the Structural Division, ASCE, Vol. 96, ST 12
[16] Vecchio, F.J., and Emara, M.B. (1992), Shear Deformations in Reinforced Concrete Frames, ACI Structural Journal, Vol. 89, No 1, pp. 46-56.