Finite Element Analysis for RC Deep Beams under an Eccentric Load
Main Article Content
Abstract
This study investigates the effect of the load eccentricity on the deep beams, in terms of failure load and failure mode, using ANSYS nonlinear finite element program. Three RC deep beams with shear span to depth ratios, varying from 0.91 to 1.67 are modeled. A comparison between the experimental and numerical results, under central load, showed approximately full matching between them. This had been done in order to ensure that the model was represented properly. The used model for investigating the behavior of the RC deep beams under an eccentric load with various heights of beams showed that under eccentric load there was a significant reduction in the failure load. Increasing the beams height cause of an increase (gradually) of the failure load with the incremental increases of the height, also there was a clear reduction in the failure load due to eccentricity. For the load eccentricity value 50 mm all the beams of different heights possess the same failure load and all of them failed due to concrete crushing at the beam compression face.
Metrics
Article Details

This work is licensed under a Creative Commons Attribution 4.0 International License.
THIS IS AN OPEN ACCESS ARTICLE UNDER THE CC BY LICENSE http://creativecommons.org/licenses/by/4.0/
Plaudit
References
Yang KH, Ashour AF. Influence of section depth on the structural behaviour of reinforced concrete continuous deep beams. Magazine of Concrete Research 2007; 59 (8): 575–586.
Hanna ThH. Experimental Investigation of Static Behavior of Fibrous Concrete Simply Supported Deep Beams under Patch Loading. Tikrit Journal of Engineering Sciences 2012; 19 (3): 68-78
American Concrete Institute ACI 318M-14 Building Code Requirement for Structural Concrete. American Concrete Institute, USA. 2014
Tan KH, Kong FK, Teng S, Guan L. High-Strength Concrete Deep Beams with Effective Span and Shear Span Variations. ACI Structural Journal 1995; 92 (4): 395-405.
Siao WB. Shear Strength of Short Reinforced Concrete Walls, Corbels, and Deep Beams. ACI Structural Journal 1994; 91 (2): 123-132.
Patil SS, Shaikh AN, Niranjan BR. Non Linear Finite Element Method of Analysis of Reinforced Concrete Deep Beam. International Journal of Modern Engineering Research 2012; 2 (6): 4622-4628.
Plasencia GR, Rocha JDB, Santana JJH, Pudipedi L. Study of the behavior of reinforced concrete deep beams. Estimate of the ultimate shear capacity. Revista de la Construcción 2017; 16 (1).
Salamy MR, Kobayashi H, Unjoh Sh. Experimental and Analytical Study on RC Deep Beams. Asian Journal of Civil Engineering (Building and Housing) 2005; 6 (5): 487-499.
Lafta YJ , Kun Ye. Structural Behavior of Deep Reinforced Concrete Beams Under Indirect Loading Condition. International Journal of Civil Aug 2015; 5 (4): 53-72.
Sabale VD, Borgave MD, Joshi PK. Non-Linear Finite Element Analysis of Deep Beam. International Journal of Engineering Research & Technology May 2014; 3 (5): 2135- 2139
Kumar KK, Ramadass S. A Study on Concrete Deep Beams using Nonlinear Analysis. International Journal for Innovative Research in Science & Technology October 2015; 2 (5): 57-64.
Chemrouk M. Slender Concrete Deep Beams: Behaviour, Serviceability And Strength. Ph.D. thesis. Newcastle University; Upon Tyne; England: 1988.
Belhacene A, Bouhaloufa A, Zelat K, Kadri T, Bekouche MS. High Strength Eccentrically Loaded Slender Reinforced Concrete Deep Beams with Vertical Edge Restraint. Conference on the bridge behavior 2016 20 June; Istanbul, Turkey
Kim HS, Lee MS, Shin YS. Structural Behaviors of Deep RC Beams under Combined Axial and Bending Force. Procedia Engineering 2011; 14: 2212–2218
CIRIA GUIDE 2. the Design of Deep Beam In Reinforce Concrete. Construction industry research and information association. Westminster, London. (1977).
Euro code 2. Design of concrete structures-part 1: General Rules an Regulations for buildings. English Edition, British Standards Institution, London, 1992.
Portland Cement Association. Tilt-up Load-bearing Walls – A Design Aid. Publication No.EB074.02D, Illinois, 27pp. 1979.
ANSYS, Inc.,"ANSYS Help", Release 11.0, Documentation, Copyright 2007.
Willam KJ, Warnke EP. Constitutive Model for the Triaxial Behavior of concrete. International Association for Bridge and Structural Engineering 1975; 19: 174.
Desayi p, Krishnan s. Equation for the Stress-Strain Curve of Concrete. Journal of the American concrete Institute 1964; 61: 345-350.
Ismail KS. Shear Behaviour of Reinforced Concrete Deep Beams. Ph.D. thesis. Sheffield University; Sheffield; England: 2016