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FINITE ELEMENT ANALYSIS OF BEAM-BEAM BOLTED CONNECTION UNDER PURE MOMENT
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FINITE ELEMENT ANALYSIS OF BEAM-BEAM BOLTED CONNECTION UNDER PURE MOMENT
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 1624 FINITE ELEMENT ANALYSIS OF BEAM-BEAM BOLTED CONNECTION UNDER PURE MOMENT Sharal Thirumeni1, Manish Jose2 1M.Tech student, Dept. of Civil Engineering, St. Joseph’s College of Engineering & Technology, Kerala, India 2Assistant professor, Dept. of Civil Engineering, St. Joseph’s College of Engineering & Technology, Kerala, India ---------------------------------------------------------------------***--------------------------------------------------------------------- Abstract - In structural engineering, the main purposeisto maintain structural stability against the effect of various forces acting on the structure. Also, when comparingsteeland RC structures, the design of the steel structure focuses primarily on the joints. Proper and effective connections play an inevitable role in maintaining the structural stabilityofthe steel structure. Currently, bolts are widely used fastener to connect steel connections. This project is an attempt to determine the influence ofshearcapacitybygaugedistance on bolted connection. In order to achieve this objective, Finite Element Analysis were carried out in Ansys workbench 2021 r2. The analysis consists of 24 parametric studies that are carried out on 24 models. Each models are differ by the types of bolt hole clearance, bolt diameter, gauge distanceandcleat angle used. The entire parametric study is mainly followed by using 10.9 High Yield Friction Grip (HYFG) bolt of diameter 16 mm and 20 mm. Key Words: Bolted connection, Finite Element Analysis 1. INTRODUCTION Any steel structure is made up of various members, such as beam, columns, and tension members, whicharefastenedor connected to one another, usuallyatthememberends.Many members in a steel structure may themselves be made of different components such as plates, angles, I-beams, or channels. These different components have to be connected properly by means of fasteners, so that they will acttogether as a single composite unit. The advantages of prefabricated steel structures include rapid construction, less environmental pollution and better-quality control than the conventional on-site built structures. The use of prefabricated steel structures helps to achieve the industrialization of construction. Any structure's connections are a crucial componentand are constructed more conservatively than its members. This is due to the fact that connections are more difficult to analyse than members, and there is a significant gap between analysis and real behaviour. Design and details are crucial for the economy of the structure because it makes up majority of the cost for structural work. Prior to designing the structural system and its members, the type of connection to be used must be chosen because it affects member design. For instance, the net area isestimatedwhen designing fastened tension members by assuming an appropriate no. of bolts and bolt diameter, based on experience. Steel constructions' connections go into one of three categories: 1) riveted, 2) bolted, or 3) welded connections. Bolted connections will progressivelytaketheroleofriveted connections, which are still utilised in some situations. This is brought on by the connection's intrinsic inefficiency, the expensive cost of installation, and the weak rivet strength. Because no holes need to be bored in the member, welded connections have the advantage of being more efficient. But field welding having their own challenges and time- consuming. Welded connections are also prone to failure by cracking when subjected to repeated cyclic loads from fatigue, which may be brought on by working loads like trains crossing a bridge (high-cycle fatigue) or earthquakes (low-cycle Fatigue). It has been discovered that a particular kind of fastened connection using High Strength Friction Grip (HSFG) bolts performsbetterundersuchcircumstances than the traditional black bolts meant to resist primarily static pressure. The alloy steel used to create HSFG bolts ranges in grade from 8.8, 10.9, and 12.9. The most typical contain a medium carbon concentration and a so-called general grade of 8.8, which makes them less ductile. Bolted connections are also easy to inspect and replace. The choice of using a particular type of connection is entirely that of the designer and he should take his decision based on a good understanding of the connection behaviour, economy and speed of construction. Bolted joints are one of the most common elements in construction and machine design. They consist of fasteners such as, bolt. Bolt is a metal pin with a head at one end and a shank threaded at another end to receive a nut.to prevent the treaded area of the bolt from bearing on the connecting pieces and to evenly distribute the clamping strain on the fastened member, steel washers are often placed under the bolt head and nuts. End connections in tension and compression members can be made using a bolt connection. By creating an appropriate balance between the joint and bolt stiffness, the bolt and clamped components of the tension joint are designed to pass an applied tension load through the joint via the clamped components.
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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 1625 Fig 1: Hexagonal head bolt 1.1 Effect of bolt holes in beam When beam connections are made with bolts/rivets, holes will be punched or drilled in the web or flanges of the beam. The tests on steel beams reveal that their failure is based on strength of compression flange even though there may be bolt holes in the tension flange. The effects of bolt holes in the tension flange of beams, particularly for flexure, are negligible and are not serious for two reasons. Bolt holes reduce the section modulus and thus affect the bending stresses. As regards the bolt holes, the normal practice is to deduct all the holes even on the compression flange. This is because the strength of a steel beamdependsonthe strength of its compression flange and thus any open hole in the compression flange affects the beam strength morethatbya hole in tension flange. In case if holes are made for pipes and conduits, extra plates are provided all around the holes to stiffen the cut portion. When holes are made in the web, these do not reduce the section modulus; the shear is minimum and may have little effect on the strength of the girder. If the hole is located near the support in the region of high shear, the additional bending stresses produced by this shear must be added to the conventional bending stresses from the applied beam load. 2 AIM & OBJECTIVE To determine the shear capacity of beam-beam bolted connection. To determine a relation between center-center bolt hole distance and shear capacity of bolted connection. To determine the influence of direction of slotted bolt holes. 2.1 Material properties Primary beam section: ISHB350 Primary beam length: 1500mm Secondary beam section: ISHB250 Secondary beam length: 750mm Bolt diameter: 16mm and 20mm Cleat angle section: 150x150x8mm, for M16 bolts 170x170x10 mm, for M20 bolts Yield tensile strength of beam: 250 MPa Ultimate tensile strength of beam: 460 MPa Bolt grade: 10.9 grade Yield tensile strength bolt: 900 MPa Ultimate tensile strength bolt: 1000 MPa Fig 2: Geometry of beam-beam connection 2.2 Parametric Study The ultimate purpose of this project is to determine the influence of gauge/pitch distance on shearcapacityofbolted connection. The analysis is take over by covering around 24 models and each model is differ by the type of bolt hole clearance, gauge distance, bolt diameter and cleatangle. The bolt of 16mm and 20 mm diameter with High Yield Friction Grip (HYFG) bolt of grade 10.9 are used to perform the analysis. The 10.9 grade bolt implies, they can bear an ultimate tensile strength of 1000 MPa and yield tensile strength of 900 MPa. Since it’s a HYFG bolted connection, each bolt recommends a pretension force, which is followed as per IS 4000:1992. According to IS 4000:1992, this pretension force will vary according to the diameter and grade of bolt. The load transferring in a HYFG bolted connection is mainly depends upon the frictional support, that offering by the contact surfaces. So, tightening of bolts plays a crucial role to achieving sufficient frictional support. As already said, the parametric study for the analysis are follows;
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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 1626 Table 1: Parametric study Model No. Bolt Diameter (mm) Gauge Distance (mm) Type Of Bolt Hole Clearance 1 16 40 Normal clearance 2 16 48 Normal clearance 3 16 56 Normal clearance 4 16 64 Normal clearance 5 16 40 Vertical slotted 6 16 48 Vertical slotted 7 16 56 Vertical slotted 8 16 64 Vertical slotted 9 16 40 Horizontal slotted 10 16 48 Horizontal slotted 11 16 56 Horizontal slotted 12 16 64 Horizontal slotted 13 20 50 Normal clearance 14 20 60 Normal clearance 15 20 70 Normal clearance 16 20 80 Normal clearance 17 20 50 Vertical slotted 18 20 60 Vertical slotted 19 20 70 Vertical slotted 20 20 80 Vertical slotted 21 20 50 Horizontal slotted 22 20 60 Horizontal slotted 23 20 70 Horizontal slotted 24 20 80 Horizontal slotted 2.3 Modelling of beam-beam bolted connection The variation of gauge distance were taken on the basis of minimum gauge distance as per IS 800:2007. The code recommended a minimum gauge distance of 2.5 times the nominal bolt diameter (D). For first model I prefer a gauge distance of 2.5D. Then it gradually increases as 3D, 3.5D, 4D respectively for normal, vertical slotted and horizontal slotted bolt hole clearance. For all models,supportcondition and loading mechanism are same. Instead of normal loading, cyclic loadingwereappliedonthe beam section as shown in fig 3. Fig 4 & 5 shows the support condition and application of moment in primary beam section respectively. Fig 3: Graph of loading type Fig 4: Support condition Fig 5: Moment application
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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 1627 3. RESULTS AND ANALYSIS 3.1 Analysis of M16 bolts Chart 1: Shear capacity of 16mm bolt with horizontal slotted bolt hole The above graph shows that, while increasing the gauge distance from 2.5 times the bolt diameter (D), the shear capacity of the bolted connection increasesfrom54.64KN to 131.68 KN. For further increment of gauge distance the shear capacity slightly falls down. When the gauge distance cross 3.5D to 4D the shear capacity value slightly falls down, because of the reduction in compressive force between the contact surfaces which formed due to the pretension force on bolt. Chart 2: Shear capacity of 16mm bolt with vertical slotted bolt hole The above graph shows that, while increasing the gauge distance from 2.5 times the bolt diameter (D), the shear capacity of the bolted connection increases from 79.675 KN to 113.54 KN. For further increment of gauge distance the shear capacity slightly falls down to 88.24 KN. While compared with the normal bolt hole clearancethe maximum value obtained at 3D. Chart 3: Shear capacity of 16mm bolt with horizontal slotted bolt hole Chart 3 shows that, while increasing thegaugedistancefrom 2.5 times the bolt diameter (D), the shear capacity of the bolted connection increases from 58.72 KN to 129.54 KN. For further increment of gauge distance the shear capacity slightly falls down to 116.582 KN. While compared with the normal bolt hole clearance the maximum value obtained at 3.5 D. 3.2 Analysis of M20 bolts Chart 4: Shear capacity of 20mm bolt with normal bolt hole clearance The above graph shows that, while increasing the gauge distance from 2.5 times the bolt diameter (D), the shear capacity of the bolted connection increasesfrom85.12KN to 133.48 KN. For further increment of gauge distance the shear capacity slightly falls down. When the gauge distance cross 3D to 4D the shear capacity value slightly falls down.
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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 1628 Chart 5: Shear capacity of 20mm bolt with vertical slotted bolt hole Chart 5 shows that, while increasing thegaugedistancefrom 2.5 times the bolt diameter (D), the shear capacity of the bolted connection increases from 93.36 KN to 116.28 KN. For further increment of gauge distance the shear capacity slightly falls down to 88.80KN. When the gauge distance cross 3D to 4D the shear capacity value slightly falls down. Chart 6: Shear capacity of 20mm bolt with horizontal slotted bolt hole Above graph shows that, while increasingthegaugedistance from 2.5 times the bolt diameter (D), the shear capacity of the bolted connection increases from 61.68 KN to 96.32 KN. For further increment of gauge distance the shear capacity slightly falls down to 52.97 KN. When the gauge distance cross 3D to 4D the shear capacity value slightly falls down. CONCLUSION The study follows the Finite Element Analysis (FEA) on beam-beam bolted connection under various parametric study. Conclusion of this analysis were performed by comparing the results obtained from 24 models. Here shows the detailed conclusion, which are While analysing the results of M16 boltwith normal bolt hole clearance, and horizontal slotted bolt hole, (model 1-4 and model 9-12), we can able to conclude that ,the shear capacity of the connection were increases when gauge distance changes from 2.5 times the bolt diameter, D (40mm) to 3.5 D. For further increment of gauge distance the value slightly drops down. From the analysis of 16mm bolt with vertical slotted bolt hole (model 5 to model 9), we could understood that the shear capacity on the bolted connection were increases when gauge distance changes from 2.5 times the bolt diameter, D to 3 D. For further increment of gauge distance the value gradually falls down. By comparing the first 12 models, it is understood that there will limitations to increasing the gauge distance for vertical slotted bolt holes. Not onlythat,theboltsina row (as per model) can arrange in two ways. Both bolts at upward portion of slotted hole and both are in downward portion of the slotted hole. Similarly for horizontal slotted bolt hole too. Since we doesn’t apply any lateral force, it doesn’t show any considerable changes in values, that as per applied loading condition. By analysing the models from 13 to 24, the maximum shear capacity were occurred at 3D gauge distance. For further increment of centre to centre bolt hole distance, shear capacity decreases. M20 bolts are used for performing the analysis on these models. REFERENCES 1. Zhao, J., et.al, “Finite element analysis of the shear capacity of stainless-steel blind-rivet connections”, Journal of Constructional Steel Research, 2021, pp 12. 2. Sun, L., et.al, “Studies on T-shaped one-side bolted connection to hollow section column under bending”, Journal of Constructional Steel Research, 2020, pp 21 3. Cai, Y., et.al, “Effects of end distance on thin sheet steel bolted connections”, Engineering Structures, 2019, pp 13. 4. Elliott, M. D., et.al, “Behaviour and strength of bolted connections failing in shear”, Journal of Constructional Steel Research, 2019, pp10. 5. Liu, X. C., et.al, “Seismic performance of bolted connection of H-beam to HSS-column with web end- plate”, Journal of Constructional Steel Research, 2019, pp 15. 6. Movaghatia, S., et.aL, “Experimental study on the nonlinear behavior of bearing-type semi-rigid”, Engineering Structures, 2019, pp 10.
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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 1629 7. Wang, Y. B., et.al, “Shear behavior of lap connection using one-side bolts”, Engineering Structures, 2019, pp 64-85. 8. Wang, D. B., et.al, “Progressive collapse behaviour of endplate connections to cold-formed tubular column with novel slip-critical blind bolts”, Thin-Walled Structures, 2018, pp 404–416. 9. Liu, P. M., et.al, “ Behavior of one-side bolted T-stub through thread holes under tension strengthened with backing plate”, Journal of Construction Steel Research, 2017, pp 53–65. 10. Wulan, T.Y., et.al, “Numerical investigation on strength and failure modes of thread-fixed one-side bolted T- stubs under tension”, Engineering Structures, 2017, pp 15–36. 11. Zhu, M., et.al,“Tension strength and design method for thread-fixed one-side bolted T-stub”, Engineering Structures, 2017 pp 918–933. 12. Grimsmo, E. L., et al, “Failure modes of bolt and nut assemblies under tensile loading”, Journal of Constructional Steel Research, 2016, pp 15-25. 13. Wang, W.A., et.al, “Yield and ultimate strengths determination of a blind bolted endplate connection to square hollow section column”, Engineering Structures, 2016, pp 345-369. 14. Thai, H. T., et.al, “Finite element modelling of blind bolted composite joints”, Journal of Construction Steel Research, 2015, pp 339-353. 15. Wang, X. T, et.al, “Numerical analysis of the seismic behaviour of a square concrete-filled steel tube frame with through bolt-end plate joints”, Engineering Structures, 2015, pp 154–162. 16. Wang, J. F, et.al, “Structural performance of one-side bolted end plate joints to concrete-filled thin-walled steel tubular columns”, Thin-Walled Structure, 2012,pp 54–68. 17. Lee, J. et.al, “One-side bolted T-stub connections to unfilled hollow section columns in low rise structures”, Journal of Construction Steel Research, 2010, pp 981– 992.
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