Dynamic Elasto-Plastic Analysis on the Steel Spatial Arch Truss with 60m Span and 0.1 Rise-Span Ratio

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In this paper, the elasto-plastic dynamic analysis on the steel spatial arch truss with 60m span and 0.1 rise-span ratio is carried out under earthquake wave with SAP2000. In the analyses, the geometric and material nonlinear effects are considered at the same time based on the plastic-hinge theory. Under the action of EL wave with the peak increasing gradually, its elasto-plastic dynamic responses have been obtained. The results show that its failure mode under the earthquake action is elasto-plastic dynamic buckling; that its critical peak acceleration of EL earthquake wave when applied in horizontally direction is 678gal, and is 624gal when applied in vertically direction; The ratio of its maximal node horizontal and its structural height is 1/961, and its displacement ductility coefficient is 1.14 and the ratio of its bars with plastic hinge appearing when buckling is 2.15% when EL-Centro waves applied on structure in X direction; The ratio of its maximal node vertical and its structural span is 1/660, and its displacement ductility coefficient is 1.17 and the ratio of its bars with plastic hinge appearing when buckling is 6.09% when EL-Centro waves applied in Z direction.

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Periodical:

Advanced Materials Research (Volumes 368-373)

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2295-2298

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October 2011

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© 2012 Trans Tech Publications Ltd. All Rights Reserved

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[1] H.W. Li, X.F. Shu and F.Zhi: International Association for Shell and Spatial Structures (IASS) Symposium (Universidad Politecnica De Valencia, Spain, September 28– October 2, 2009). P.358.

Google Scholar

[2] Civil King Software Technology Co., Ltd.China institute of Building Standard Design & Research. Usage Guide to Structure Analysis Program SAP2000 Chinese Edition [CP] (China communications press, China, 2006). P.460.

Google Scholar

[3] GB50011-2001(2008 edition) Code for seismic design of buildings[S]. (China architecture & building press, Beijing, 2008).

Google Scholar

[4] FEM 356 The Seismic Rehabilitation of Buildings[S]. Federal Emergency Management Agency,2000.

Google Scholar

[5] S.S. Zhao and C. Xin: Dynamic stability of grid structure[M] (Beijing, Science Press,1999).

Google Scholar

[6] H.W. Li, J.X. Li, F. Zhi, F. Ma and D.Q. Qin: Proceedings of the 6th International Conference on Computation of Shell and Spatial Structures IASS-IACM (Cornell University, Ithaca, NY, USA, May 28-31, 2008).

DOI: 10.1016/j.engstruct.2007.07.002

Google Scholar