Statistically equivalent nonlinear finite element model for infilled R. C. framed systemsThe present work is an extension to the thesis of the first author for the Master of Science degree.

Author:

Mohy Afefy Hamdy,El‐Din Fahmy Taher Salah,Khalil Abdel‐Hakim A.,Issa Mohamed E.

Abstract

The most simple equivalent frame system with reduced degrees of freedom is proposed for handling multi‐story multi‐bay infilled frames. The system is composed of homogenized continuum for the reinforced concrete members braced with unilateral diagonal struts for each bay, which are only activated in compression. Identification of the equivalent system characteristics and nonlinear material properties are accomplished from the concepts of inverse analysis approach along with statistical tests of hypotheses is employed to establish the appropriate filtering scheme and the proper accuracy tolerance. The suggested system allows for nonlinear finite element static and dynamic analysis of sophisticated infilled reinforced concrete frames. Sensitivity analysis is undertaken to check the suitability of the proposed system to manipulate various structural applications.

Publisher

Emerald

Subject

Computational Theory and Mathematics,Computer Science Applications,General Engineering,Software

Reference41 articles.

1. Afefy, H.M. Nonlinear Finite Element Analysis of Reinforced Concrete Infilled Frames under Dynamic Effects M.S. Thesis Faculty of Engineering, Tanta university, Egypt pp 246

2. Ali, S.A. Behavior of Masonry‐Infilled Reinforced Concrete Frames under Seismic Load Ph.D. Thesis Cairo University, Egypt pp 243

3. Chen, W.F. (1982), Plasticity in Reinforced Concrete, McGraw‐Hill, New York, NY.

4. Dhanasekar, M. and Page, A.W. (1986), “The Influence of Brick Masonry Infill Properties on the Behavior of Infilled Frames”, Proc., Inst. of Civ. Engers, U.K., Vol. 81, pp. 593–605 Part 2.

5. El‐Haddad, M.H. (1991), “Finite Element Analysis of Infilled Frames Considering Cracking and Separation Phenomena”, Computers and Structures, Vol. 41 No. 3, pp. 439–47.

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