Quasi-Static Analysis of End Plate Beam-to-Column Connections
Commenced in January 2007
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Edition: International
Paper Count: 32799
Quasi-Static Analysis of End Plate Beam-to-Column Connections

Authors: A. Al-Rifaie, Z. W. Guan, S. W. Jones

Abstract:

This paper presents a method for modelling and analysing end plate beam-to-column connections to obtain the quasi-static behaviour using non-linear dynamic explicit integration. In addition to its importance to study the static behaviour of a structural member, quasi-static behaviour is largely needed to be compared with the dynamic behaviour of such members in order to investigate the dynamic effect by proposing dynamic increase factors (DIFs). The beam-to-column bolted connections contain various contact surfaces at which the implicit procedure may have difficulties converging, resulting in a large number of iterations. Contrary, explicit procedure could deal effectively with complex contacts without converging problems. Hence, finite element modelling using ABAQUS/explicit is used in this study to address the dynamic effect may be produced using explicit procedure. Also, the effect of loading rate and mass scaling are discussed to investigate their effect on the time of analysis. The results show that the explicit procedure is valuable to model the end plate beam-to-column connections in terms of failure mode, load-displacement relationships. Also, it is concluded that loading rate and mass scaling should be carefully selected to avoid the dynamic effect in the solution.

Keywords: Quasi-static, end plate, finite element, connections.

Digital Object Identifier (DOI): doi.org/10.5281/zenodo.1340320

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References:


[1] Way A. G., Structural robustness of steel framed buildings. 2011: SCI. 55.W.-K.
[2] Krishnamurthy N. and Graddy D. E., Correlation between 2- and 3- Dimensional Finite Element Analysis of Steel Bolted End-Plate Connections. Computers and Structures, 1976. 6: p. 381-389.
[3] Kukreti A. R., Murray T. M., and Abolmaali A., End-Plate Connection Moment-Rotation Relationship. Journal of Constructional Steel Research, 1987. 8: p. 137-157.
[4] Vegte G. J., Makino Y., and Sakimoto T., Numerical Research on Single Bolted Connections Using Implicit and Explicit Solution Techniques. Memoirs of the Faculty of Engineering, Kumamato University, 2002. 47.
[5] Bursi O. S. and Jaspart J. P., Benchmarks for Finite Element Modelling of Bolted Steel Connections. Journal of Constructional Steel Research, 1997. 43: p. 17-42.
[6] Bursi O. S. and Jaspart J. P., Calibration of a Finite Element Model for Isolated Bolted End-Plate Steel Connection. Journal of Constructional Steel Research, 1997. 44: p. 225-262.
[7] Wheeler A. T., Clarcke M. J., and Hancock G. J., FE Modelling of Four Bolt Tubular Moment End-Plate Connections. Journal of Structural Engineering, 2000. 126: p. 816-822.
[8] Abdullah R., Paton-Cole V. P., and Easterling W. S., Quasi-static analysis of composite slab. Malysian Journal of Civil Engineering, 2007. 19(2): p. 91-103.
[9] Natário P., Silvestre N., and Camotim D., Web crippling failure using quasi-static FE models. Thin-Walled Structures, 2014. 84: p. 34-49.
[10] Abaqus documontations. SIMULIA.