Author:
Olanitori LM,Oniyide MM,Oni ST,Otuaga MP
Abstract
For a reinforced concrete structure to be deemed satisfactory, it must satisfy both the ultimate and serviceability limits state criteria. Deflection is one of the major criteria to be satisfied under the serviceability limit state. This paper derived a model by modifying Olanitori’s model to obtain the effective moment of inertia for slender beams without compression reinforcement. The beam without compression reinforcement was subjected to a one-point load in order to determine the experimental effective moment of inertia. It was observed that the beam had an ultimate load of 83 kN. At a service load of 55.33 kN, the beam’s actual deflection was found to be 5.90 mm and the experimental effective moment of inertia, Ie(EXP) was 206.96 x104mm4. At a service load of 55.33 kN, the estimated deflections of the beam using the proposed model P, model 1, model 2, and model 3 were 3.32 mm, 2.60 mm, 1.33 mm, and 0.78 mm respectively, while the actual deflection was 5.09 mm for the beam. From these results, the proposed model predicts more accurately the deflection of the slender beam than the three other models.
Publisher
Peertechz Publications Private Limited
Reference17 articles.
1. 1. Wight JK, MacGregor JG. Reinforced concrete mechanics and design: Fifth Edition. Prentice Hall: Pearson Education International. 2009.
2. 2. Nkuma L. Effectiveness of BS 8110 Control Measures on Deflection at Service. 500 L Seminar, Federal University of Technology, Akure, Ondo State, Nigeria. 2013.
3. Effective Moment of Inertia of Single-Spanned Reinforced Concrete Beams with Fixed Beam-Column Joints;Olanitori;Journal of Civil Engineering and Urbanism,2019
4. 4. Ammash HK, Hemzah SA, Al-Ramahee MA. Unified Advanced Model of Effective Moment of Inertia of Reinforced Concrete Members. International Journal of Applied Engineering Research. 2018; 13(1):557-563
5. 5. Al-Zaid RZ, Al-Shaikh AH, Abu-Hussein M. Effect of Loading Type on the Effective Moment of Inertia of Reinforced Concrete Beams. ACI Structural Journal. 1991; 88(2): 184-190.