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ANALYSIS OF CONCRETE-ENCASED CFST BEAM-COLUMN JOINTS.
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ANALYSIS OF CONCRETE-ENCASED CFST BEAM-COLUMN JOINTS.
1.
International Research Journal
of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 09 Issue: 07 | July 2022 www.irjet.net p-ISSN: 2395-0072 © 2022, IRJET | Impact Factor value: 7.529 | ISO 9001:2008 Certified Journal | Page 637 ANALYSIS OF CONCRETE-ENCASED CFST BEAM-COLUMN JOINTS. Ashina Anna Ronni1, Jinta John2 1Student, St. Joseph’s College of Engineering and Technology, Palai 2Assistant Profosser, St. Joseph’s College of Engineering and Technology, Palai ---------------------------------------------------------------------***--------------------------------------------------------------------- Abstract- Beam- column joints are the most seismically affected element in a framed structure, hence seismic performance of joint is of great importance for overall structural safety. In order to make appropriate design decisions for joints, it is necessary to know how joints behave. Concrete-encased concrete-filled steel tubular (CFST) beam- column joints consist of CFST inside and reinforced concrete outside. Several investigations have been conducted on joints with steel beams and RC columns and with steel beams and CFST columns. This paper studies load carrying capacity of concrete-encased CFST beam-column joints by ANSYS software. Key Words: Beam-column joints, CFST, load carrying capacity. 1. INTRODUCTION The intersection portion common to column and beam in a building is known as beam column joint. Frames that resist moment in reinforced concrete, the joint in between the column and beam is critical.Duringseveregroundshaking,it is exposed to large forces, and its behaviour has a notable impact on the response ofthestructure.Connectionbetween beam and column in a frame structure is most likely to sustain damage during a seismic disaster. Theproperdesign and execution of it is necessary for a better performance. In order to make appropriate design decisions for joints, you need to know how joints behave. A composite element is a structural element that is made of two or more different materials. Composites offer the benefit of combining the properties of each material into one unitthatperformsmore effectively than its constituent parts individually. One of the most popularly used composite members in the structural engineering industry is steel-concrete composite. We all know that concrete is week in tension and good in compression also steel is week in compression and good in tension, by combining both we can make a member which exhibits both properties of concrete andsteel andhence give better performance. Beam-columnjointswithconcretefilled steel tube (CFST) with concrete encasing consisting CFST inside and concrete with reinforcing outside. Steel tubes filled with concrete (CFST) have a number of structural advantages, such as increased strength and resistancetofire attacks, as well as high ductility and energy absorption efficiency. The embedded steel tubes in such joints make them stronger, more ductile, and more able to carry more weight than ordinary concrete beam-column joints. Compared with ordinary CFST members, the members with concrete encasing CFST have better fire resistance and durability by the protection of external RC component. Also, it shows favorable seismic behaviour and can be used in earthquake-prone areas. Moreover, construction speed is increased because the CFST can be constructed initially to carry the total construction loadings and the concrete part and reinforcing bars are poured or installed later. CFST beam- to column joint with concrete encasing is made up of CFST as core and reinforced concrete (RC)outside. The Performance of concrete-encased CFST beam-column joints is to be evaluated by finite element method using ANSYS. 1.1 AIM & OBJECTIVE To study load carrying capacity of encased CFST beam-column joints. To analyze concrete encased CFST beam-column joints cyclically using ANSYS. 2. MODELLING AND ANALYSIS OF CONCRETE ENCASED CFST BEAM-COLUMN JOINT. The Parametric Studies to be done are: Effect of concrete encased CFST in different types of joints. Effect of different mix proportions of concrete. The parametersconsideredforthemodellingandanalysis of exterior CFST column- steel beam joint is: • Steel beam- concrete encased CFST column joint is considered • Length of beam: 1.75 m • Length of column: 1.5 m • Reinforcement • Main bar: 18mm • Middle bar: 14mm • Stirrups: 8mm • Mix proportion of concrete: M25
2.
International Research Journal
of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 09 Issue: 07 | July 2022 www.irjet.net p-ISSN: 2395-0072 © 2022, IRJET | Impact Factor value: 7.529 | ISO 9001:2008 Certified Journal | Page 638 And material properties are: For Structural Steel, • Density: 7850 Kg/m3 • Young’s modulus: 2 x 105 MPa • Poisson’s ratio: 0.3 • Tensile yield strength: 250 MPa • Tensile ultimate strength: 460 MPa • Compressive yield strength: 250 MPa 2.1 EXTERIOR JOINT WITH M25 GRADE CONCRETE • Density: 2300Kg/ m3 • Young’s modulus: 29250 MPa • Poisson’s ratio: 0.18 • compressive ultimate strength: 25 MPa Fig-1: symmetry model used for analysis of exterior CFST joint. Fig-2: boundary conditions of exterior CFST joint. Table -1: maximum load carried by exterior CFST joint. Pmax (+) (KN) 149.09 Pmax (-) (KN) 140.2 Chart -1: Hysteresis loop of exterior joint. 2.2 3D JOINT WITH M25 GRADE CONCRETE • Density: 2300Kg/ m3 • Young’s modulus: 29250 MPa • Poisson’s ratio: 0.18 • compressive ultimate strength: 25 MPa Fig-3: symmetry model used for analysis of 3D CFST joint. Fig-4: boundary conditions of 3D CFST joint.
3.
International Research Journal
of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 09 Issue: 07 | July 2022 www.irjet.net p-ISSN: 2395-0072 © 2022, IRJET | Impact Factor value: 7.529 | ISO 9001:2008 Certified Journal | Page 639 Table -2: maximum load carried by 3D CFST joint. Pmax (+) (KN) 134.2 Pmax (-) (KN) 131.7 Chart-2: Hysteresis loop of 3D joint. 2.3 PLANAR JOINT WITH M25 GRADE CONCRETE • Density: 2300Kg/ m3 • Young’s modulus: 29250 MPa • Poisson’s ratio: 0.18 • compressive ultimate strength: 25 MPa Fig-5: symmetry modelusedforanalysisofplanarCFSTjoint. Fig-6: boundary conditions of planar CFST joint. Table -3: maximum load carried by planar CFST joint. Pmax (+) (kN) 249.4 Pmax (-) (kN) 253.02 Chart-3: Hysteresis loop of planar joint. 2.4 EXTERIOR JOINT WITH M30 GRADE CONCRETE • Density: 2300Kg/ m3 • Young’s modulus: 27117 MPa • Poisson’s ratio: 0.18 • compressive ultimate strength: 30 MPa Fig-7: symmetry model used for analysis of exterior CFST joint. Fig-8: boundary conditions of exterior CFST joint.
4.
International Research Journal
of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 09 Issue: 07 | July 2022 www.irjet.net p-ISSN: 2395-0072 © 2022, IRJET | Impact Factor value: 7.529 | ISO 9001:2008 Certified Journal | Page 640 Table -4: maximum load carried by exterior CFST joint. Pmax (+) (KN) 162.78 Pmax (-) (KN) 153.15 Chart -4: Hysteresis loop of exterior joint. 2.5 3D JOINT WITH M30 GRADE CONCRETE • Density: 2300Kg/ m3 • Young’s modulus: 27117 MPa • Poisson’s ratio: 0.18 • compressive ultimate strength: 30 MPa Fig-9: symmetry model usedforanalysisof3DCFSTjoint. Fig-10: boundary conditions of 3D CFST joint. Table -5: maximum load carried by 3D CFST joint. Pmax (+) (KN) 146.1 Pmax (-) (KN) 143.8 Chart-5: Hysteresis loop of 3D joint. 2.6 PLANAR JOINT WITH M30 GRADE CONCRETE • Density: 2300Kg/ m3 • Young’s modulus: 27117 MPa • Poisson’s ratio: 0.18 • compressive ultimate strength: 30 MPa Fig-11: symmetry model used for analysis of planar CFST joint. Fig-12: boundary conditions of exterior CFST joint.
5.
International Research Journal
of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 09 Issue: 07 | July 2022 www.irjet.net p-ISSN: 2395-0072 © 2022, IRJET | Impact Factor value: 7.529 | ISO 9001:2008 Certified Journal | Page 641 Table -6: maximum load carried by planar CFST joint. Pmax (+) (KN) 275.1 Pmax (-) (KN) 262.29 Chart-6: Hysteresis loop of planar joint. 3. CONCLUSIONS The obtained results for concrete encased beam-column joints are as follows: Pmax (+) (kN) Pmax (-) (kN) Exterior joint M25 149.09 140.2 M30 162.78 153.15 3D joint M25 134.2 131.7 M30 146.1 143.8 Planar joint M25 249.4 253.02 M30 275.1 262.29 The concrete encased beam-column joints show better load carrying capacity. The embedded steel tubes in concrete- encased CFST beam-column joints make them stronger, more ductile, and more able to carry more weight than ordinary concrete beam-column joints. Compared with conventional CFST members, the concrete-encased CFST member have better durabilityandhigherfireresistance due to the protection of external RC component. Hence it can be used for the constructionofhigh-risebuildingsand buildings in highly seismic prone areas. REFERENCES [1] Wei Li, Li-Feng Xu and Wei-Wu Qian, “Seismic performance of 3-D steel beam to concrete-encased CFST column joints: Tests”, 2021 [2] Wei Li, Li-Feng Xu and Wei-Wu Qian, “Seismic performance of concrete-encased CFST column to steel beam joints with different connection details”, 2022 [3] Ben Mou, Yingze Li and Qiyun Qiao, “Connection behavior of CFST column-to-beam joint implanted by steel rebars under cyclic loading”, 2021. [4] Zhang D, Gao S and Gong J, “Seismic behaviour of steel beam to circular CFST column assemblies with external diaphragms”, 2012. [5] Fei-Yu Liao, Lin-Hai Han and Zhong Tao, “Behaviour of composite joints with concrete encased CFST columns under cyclic loading: Experiments”, 2014. [6] Wanqian Wang, Jingfeng Wang, Lei Guo, Xiang Guo, Xiaoxian Liu, “Behavior and analytical investigation of assembled connection betweensteel beamandconcrete encased CFST column”, 2020. [7] Yu-Feng An, Lin-Hai Han and Charles Roeder, “Performance of concrete-encased CFST box stub columns under axial compression”, 2015. [8] K. B. Manikandan and C. Umarani, “Understandings on the Performance of Concrete-Filled Steel Tube with Different Kinds of Concrete Infill”, 2021.
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