2008Science and Technology of West ChinaRequires access

Stability Analysis of Concrete-filled Steel Tubular Arch Bridge

Guo Yu-ping

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Abstract

The two methods, the linear and nonlinear bucking analysis, to determine the critical load of the bridge of concrete-filled steel tubes were introduced. A 3D Finite element model of a Concrete-Filled Steel Tubular X-arch bridge, as an example, was established by adopting finite element program Midas/civil, analyzing its linear flexure under four kinds of load case. The result of this paper has the big referenced value in learning about the stability of this bridge and other similar arch bridge of concrete-filled steel tubes.

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What this paper is about

The two methods, the linear and nonlinear bucking analysis, to determine the critical load of the bridge of concrete-filled steel tubes were introduced. A 3D Finite element model of a Concrete-Filled Steel Tubular X-arch bridge, as an example, was established by adopting finite element program Midas/civil, analyzing its linear flexure under four kinds of load case. The result of this paper has the big referenced value in learning about the stability of this bridge and other similar arch bridge of concrete-filled steel tubes.

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Available abstract

The two methods, the linear and nonlinear bucking analysis, to determine the critical load of the bridge of concrete-filled steel tubes were introduced. A 3D Finite element model of a Concrete-Filled Steel Tubular X-arch bridge, as an example, was established by adopting finite element program Midas/civil, analyzing its linear flexure under four kinds of load case. The result of this paper has the big referenced value in learning about the stability of this bridge and other similar arch bridge of concrete-filled steel tubes.

Key concepts: Structural engineering, Arch bridge, Arch, Bridge (graph theory), Finite element method, Engineering, Nonlinear system, Physics

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