Mohammadi, E., Asgari Marnani, J., Tavousi, S., Rohanimanesh, M. (2014). The effect of discrete lateral and torsional bracings stiffness on the elastic lateral-torsional buckling of mono-symmetric I beam, under the concentrated moment. Journal of Structural Engineering and Geo-Techniques, 4(3), 17-22.
E. Mohammadi; J. Asgari Marnani; S. Tavousi; M.S. Rohanimanesh. "The effect of discrete lateral and torsional bracings stiffness on the elastic lateral-torsional buckling of mono-symmetric I beam, under the concentrated moment". Journal of Structural Engineering and Geo-Techniques, 4, 3, 2014, 17-22.
Mohammadi, E., Asgari Marnani, J., Tavousi, S., Rohanimanesh, M. (2014). 'The effect of discrete lateral and torsional bracings stiffness on the elastic lateral-torsional buckling of mono-symmetric I beam, under the concentrated moment', Journal of Structural Engineering and Geo-Techniques, 4(3), pp. 17-22.
Mohammadi, E., Asgari Marnani, J., Tavousi, S., Rohanimanesh, M. The effect of discrete lateral and torsional bracings stiffness on the elastic lateral-torsional buckling of mono-symmetric I beam, under the concentrated moment. Journal of Structural Engineering and Geo-Techniques, 2014; 4(3): 17-22.
The effect of discrete lateral and torsional bracings stiffness on the elastic lateral-torsional buckling of mono-symmetric I beam, under the concentrated moment
1M.Sc. Student of Structural Engineering, Department of civil engineering, Faculty of Technology
and Engineering,CentralTehran Branch, Islamic Azad University, Tehran,Iran
2Assistant Professor, Department of civil engineering, Faculty of Technology and Engineering,
CentralTehran Branch, Islamic Azad University, Tehran,Iran
3Assistant Professor, Department of civil engineering, Faculty of Technology and Engineering,
CentralTehran Branch, Islamic Azad University, Tehran,Iran.
Abstract
When the out-of-plane stiffness of a beam is remarkably lower than the in-plane stiffness, the lateral-torsional buckling occurs. In this study, the behavior of mono-symmetric I-beams with discrete torsional and lateral bracings under the concentrated moment is investigated using the finite element analyses. Then, based on the numerical analyses, equation for the stiffness requirement is proposed. The results show that the location and the type of the bracing have an important role on the stiffness requirement and buckling strength.
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