Elastic Local Buckling of I-Sections under Axial Compression Incorporating Web–Flange Interaction

Author:

Zhang Qianjing1,Zhang Lei1ORCID,Zhang Yujia1,Liu Yufei1,Zhou Jia2

Affiliation:

1. Institution of Advanced Structures, Zhejiang University, Hangzhou 310058, China

2. China Southwest Architectural Design & Research Institute Corp., Ltd., Chengdu 610041, China

Abstract

The local buckling of I-section columns is investigated in this paper, where the interaction between the web and flanges is taken into account. An analytical method is first developed based on the classical theory of the elastic buckling of thin plates, with which the main parameters affecting the interaction between the web and flanges are analyzed. The interactive behaviors of the buckling deformations of the I-section with different parameters are then revealed by employing finite element analyses. Simple approximate solutions for the buckling coefficients of the web and flanges are proposed using the energy method, which is capable of providing very accurate predictions compared to the analytical results. Using the simple solutions for buckling coefficients, the limits for the width-to-thickness ratio of I-section columns are proposed. Comparisons between the existing solutions and provisions in design codes indicate that the proposed limits for width-to-thickness ratio are capable of precisely considering the web–flange interaction at the local buckling of I-section columns.

Funder

China Southwest Architectural Design & Research Institute Corp., Ltd.

Publisher

MDPI AG

Subject

Building and Construction,Civil and Structural Engineering,Architecture

Reference19 articles.

1. (2017). Standard for Design of Steel Structures (Standard No. GB50017-2017).

2. American Institute of Steel Construction (2016). Specification for Structural Steel Buildings (ANSI/AISC 360-16), American Institute of Steel Construction.

3. (2005). Eurocode 3: Design of Steel Structures—Part 1-1: General Rules and Rules for Buildings (Standard No. EN 1993-1-1).

4. Kroll, W.D., Fisher, G.P., and Heimerl, G.J. (1943). Charts for Calculation of the Critical Stress for Local Instabilty of Columns with I-, Z-, Channel, and Rectangular-Tube Section, NACA.

5. Lundquist, E.E., Stowell, E.Z., and Schuette, E.H. (1943). Principles of Moment Distribution Applied to Stability of Structures Composed of Bars or Plates, NACA.

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