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A unified approach for assessment of second-order effects and sway buckling strength in steel portal frames

A unified approach for assessment of second-order effects and sway buckling strength in steel... The objective of this paper is to propose a criterion for the importance of second-order effects, the choice of the appropriate analysis method and the buckling strength of steel portal frames. To that effect, a model of a column with rotational springs at the two end nodes as well as a translational spring at the top node is proposed. Using the above model analytical expressions for evaluation of the buckling strength of columns in multi-story sway, non-sway as well as partially-sway steel frames are derived. The importance of second-order effects is derived using the same model by proposing a set of graphs providing the ratio of second order moment to first order moment of the frame columns, depending on the boundary conditions. These graphs are used for the choice of a suitable analysis method. Comparisons to geometrically non-linear analysis results for several example frames are used for verification. http://www.deepdyve.com/assets/images/DeepDyve-Logo-lg.png International Journal of Structural Engineering Inderscience Publishers

A unified approach for assessment of second-order effects and sway buckling strength in steel portal frames

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Publisher
Inderscience Publishers
Copyright
Copyright © Inderscience Enterprises Ltd. All rights reserved
ISSN
1758-7328
eISSN
1758-7336
DOI
10.1504/IJSTRUCTE.2013.056979
Publisher site
See Article on Publisher Site

Abstract

The objective of this paper is to propose a criterion for the importance of second-order effects, the choice of the appropriate analysis method and the buckling strength of steel portal frames. To that effect, a model of a column with rotational springs at the two end nodes as well as a translational spring at the top node is proposed. Using the above model analytical expressions for evaluation of the buckling strength of columns in multi-story sway, non-sway as well as partially-sway steel frames are derived. The importance of second-order effects is derived using the same model by proposing a set of graphs providing the ratio of second order moment to first order moment of the frame columns, depending on the boundary conditions. These graphs are used for the choice of a suitable analysis method. Comparisons to geometrically non-linear analysis results for several example frames are used for verification.

Journal

International Journal of Structural EngineeringInderscience Publishers

Published: Jan 1, 2013

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