4.6 Article

A consistent tapered beam-column element allowing for different variations and initial imperfections

Journal

STRUCTURES
Volume 33, Issue -, Pages 3443-3460

Publisher

ELSEVIER SCIENCE INC
DOI: 10.1016/j.istruc.2021.06.069

Keywords

Tapered member; Initial geometrical imperfection; Distributed plasticity; Residual stress; Direct analysis

Funding

  1. Research Grant Council of the Hong Kong SAR Governmenton the project Second-order analysis and design of scaffolds with scissor braces and allowing for kink imperfections (PolyU)

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A new consistent analytical model for second-order direct analysis of steel structures with tapered members is proposed in this paper, considering both symmetric and asymmetric variations. The model takes into account initial geometrical imperfections and residual stress, eliminating the need for the traditional effective length method. The proposed method provides a safer and more economical design for tapered structures without the assumption of effective length factor.
In this paper, a new consistent analytical model is proposed for second-order direct analysis of steel structures with tapered members allowing for both symmetric and asymmetric variations. The proposed model is implemented in a flexibility-based beam-column element with considering initial geometrical imperfections at the element level. To account for the influence of varied tapering ratios on the member behavior, a new initial geometrical imperfection pattern is introduced for both prismatic and non-prismatic members using common section shapes such as I-shape, Tee-shape, circular and rectangular hollow sections. Note that the conventional bow imperfection pattern that is widely accepted for prismatic members may lead to unsafe design when it is adopted for the tapered members. Furthermore, residual stress is explicitly considered through a fiber section approach in the proposed beam-column element. Consequently, the traditional effective length method is no longer required, as both geometrical imperfections and residual stress have been taken into account. The progressive yielding behavior of tapered members is also considered through the fiber section with nonlinear stress-strain relationships. Thus, a comprehensive second-order direct analysis method is proposed for safer and more economical design of tapered structures without the assumption of the effective length factor for a stability check. Several numerical examples are employed to verify the accuracy and practicability of the proposed model.

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