Modeling and Analysis of the Effect of Holes in Reinforced Concrete Column Structures
Yohanes Laka Suku(1*), Kristoforus Je(2)
(1) Universitas Flores
(2) Universitas Flores
(*) Corresponding Author
Abstract
Holes are often made inside the column structure for plumbing, mechanical, and electrical installation purposes may affect the structural performance of the column. Therefore, this paper aims to model and analyze the effect of holes in reinforced concrete column structures due to lateral loads. Data were obtained from the reference frame structure of the previous researcher, with varying centric column holes of 0%, 2%, 4%, 6%, 8%, 10%, and 12%, respectively to the column cross-sectional area. Furthermore, a hole with a ratio of 4% to the column cross-sectional area was placed at 5 and 10 mm eccentric to the center of column cross-section to examine the influence of holes position in the perforated column. The frame structure was modelled and analyzed by Finite Element (FE) using ABAQUS software. The result showed that the maximum load, displacement, and crack pattern resulted from the model is close to the experimental result. The results of the analysis showed that with the hole size of 2% to 12% of the column cross-sectional area, the frame strength was reduced by 5.43% to 15.56%. The frame strength was also reduced by 2.77% and 6.14% when the hole placed 5mm and 10 mm eccentric to the center of the column cross-section area. The displacement of the frame also decreases by 59.63% to 74.60% when the holes with the ratio of 2% to 12% to the column cross-sectional area exist in the column. The existence of eccentric holes on the column reduced the performance of the frame structure, by decreasing its strength, displacement and ductility.
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ABAQUS, 2014. Abaqus Analysis User’s Guide. USA: Dassault Systèmes Simulia.
Abhay, 2014. Comparison of Seismic Performance of Solid and Hollow Reinforced Concrete members in RCC framed Building using ETABS Software. International Journal of Advances in Engineering Sciences 4(4), pp. 43-47.
Belarbi, A. & Hsu, T.T.C., 1994. Constitutive Laws of Concrete in Tension and Reinforcing Bars Stiffened By Concrete. ACI Structural Journal 91(4), pp. 465-474.
Birtel, V. & Mark, P., 2006. Parameterised Finite Element Modelling of RC Beam Shear Failure ABAQUS Users' Conference. Boston, Mass, ABAQUS, Inc. 95-108.
BSN, 2013. Persyaratan Beton Struktural untuk Bangunan Gedung (SNI 2847: 2013) Jakarta: Badan Standardisasi Indonensia (BSN).
Cohen, M., 2018. Numerical Analysis of Debonding Mechanisms of Externally Bonded FRP Reinforcement in RC Beams. Civil Engineering. Waterloo, Ontario, Canada, University of Waterloo.
Gaikwad, S.A. & Kannan, R., 2017. Analysis and Design of Hollow Reinforced Concrete Columns. International Journal on Recent and Innovation Trends in Computing and Communication 5(4), pp. 138-142.
Genikomsou, A., 2015. Nonlinear Finite Element Analysis of Punching Shear of Reinforced Concrete SlabColumn Connections. Civil Engineering. Waterloo, Ontario, Canada, University of Waterloo.
Genikomsou, A. & Polak, M.A., 2016. Damaged plasticity modelling of concrete in finite element analysis of reinforced concrete slabs. 9th International Conference on Fracture Mechanics of Concrete and Concrete Structures. University of California, Berkeley, California USA. 1-8.
Grassl, P. & Jirásek, M., 2006. Damage-plastic model for concrete failure. International Journal of Solids and Structures 43(22-23), pp. 7166-7196.
Hafezolghorani, M., Hejazi, F., Saleh, M. & Karimzade, K., 2017. Simplified Damage Plasticity Model for Concrete. Structural Engineering International 27(1), pp. 68-78.
Hognestad, E., 1951. A study of combined bending and axial load in reinforced concrete. University of Illinois at Urbana-Champaign.
Hognestad, E., Douglas, N.W.H. & McHenry, 1955. Concrete Stress Distribution in Ultimate Strength Design. ACI Journal Proceedings 52(12).
Hoshikuma, J.I. & Priestley, M.J.N., 2000. Flexural Behavior of Circular Hollow Columns with Single Layer of Reinforcement Under Seismic loadaing, Report No. SSRP-2000/13. University of California, San Diego, CA.
Kim, T.H., 2012. Inelastic Behavior of Hollow Reinforced Concrete Bridge Columns. 15th WCEE.
Labibzadeh, M., Zakeri, M. & Adel Shoaib, A., 2017. A new method for CDP input parameter identification of the ABAQUS software guaranteeing uniqueness and precision. International Journal of Structural Integrity 8(2) 264-284.
Meharbi, A.B. & Shing, P.B., 2003. Seismic Analysis of Masonry-Infilled Reinforced Concrete Frames. TMS Journal 21(1), pp. 81-94.
Mehrabi, A.B., Shing, P.B., Schuller, M.P. & Noland, J.L., 1994. Performance of Mansonry-Infilled Reinforced Concrete Frame Under In-Plane Lateral Loads, Research Series No. CU /SR-94/6 Department of Civil, Environmental, & Architectural Engineering University of Colorado at Boulder, CO 80309-0428
Nguyen, G.D. & Korsunsky, A.M., 2008. Development of an approach to constitutive modelling of concrete: Isotropic damage coupled with plasticity. International Journal of Solids and Structures 45(20), pp. 5483-5501.
Ranzo, G. & Priestley, M.J.N., 2000. Seismic Performance of Large RC Circular Hollow Columns 12th WCEE.
Zacoeb, A., 2006. Ductility of Hollow RC Short Columns in Compression Region. Dinamika TEKNIK SIPIL 6(1), pp. 1-6.
DOI: https://doi.org/10.22146/jcef.48722
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