Buckling Analysis of the Tube Compression-Bending Member in Elastic-Plastic State with ANSYS

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Stability is an important issue in steel structure design.When the steel member is subjected to elastic-plastic instability, the axial compression stiffness reduces with the increasing axial pressure and bending moment at end. Therefore, the authors analyze the process of steel member that is instable in elastic-plastic state in this paper by studying the degradation laws of axial compression stiffness. The eigenvalue buckling and nonlinear buckling analyses of axially compressed member and compression-bending member are carried out by using commercial package ANSYS in this study. The relationship curve between the axial force at end and the axial compression stiffness and the relationship surface among the axial pressure at end, bending moment at end and the axial compression stiffness are determined respectively. The made observations indicate that it is feasible to analyze the process of the steel member that is instable in elastic-plastic state by investigating the degradation properties of axial compression stiffness, which becomes lower with axial pressure at end and bending moment at end.

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143-148

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September 2011

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© 2011 Trans Tech Publications Ltd. All Rights Reserved

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[1] Wang Zhen. The Practical Way of an Analysis of Stability Capacity of Steel Beam-columns[D]. Wuhan: Wuhan University of Technology, (2008).

Google Scholar

[2] Tong Genshu. In-plane Stability of Steel Structure[M]. Beijing: China Architecture &Building Press, (2005).

Google Scholar

[3] Zhang Yaou, Gu Zhifei, Song Yong. Practical Course on Finite Element Analysis ANSYS7. 0[M]. Beijing: Tsinghua University Press, (2004).

Google Scholar

[4] Liu Zhaohui, Liu Yi, Li Yihe. Application of ANSYS in Structure Stability[J]. Journal of Hunan Insitute of Engineering, 2002, 12(2): 33-35.

Google Scholar

[5] Wang Wei, Qu Weilian. State of the Art of Elastic-plastic Ultimate Loads of Concrete-filled-steel- tube[J]. Journal of HU ST. (Urban Science Edition), 2004, 6(2): 44-46.

Google Scholar

[6] Liu Hongwen. Material Mechanics [M]. Beijing: Higher Education Press, (2004).

Google Scholar

[7] Chen Ying. Material Nonlinearity Finite Element Analysis of Beam-Columns[D]. Kunming: Kunming University of Technology, (2008).

Google Scholar

[8] Cai Chunsheng, Wang Guozhou. Influence of Loading-Path on Ultimate Carrying Capacity of Beam-Columns[J]. Journal of Building Structures, 1992, 13(3): 19-27.

Google Scholar

[9] Cai Chunsheng, Wang Guozhou. The Critical and Experimental Study on the Ultimate Carrying Capacity of Biaxially Loaded H-Columns[J]. Fourth International Conference on Stability in Steel Structure, Proceeding of Asian Conference, (1987).

Google Scholar

[10] Chen Yu. Nonlinear Analysis on the Overall Stability of Vertical Tower Structure[J]. Science and Technology of Overseas Building Materials, 2008, 29(5): 75-77.

Google Scholar