2003•Qiaoliang jiansheRequires access

Control Method of Stress-Free Status for Erection of Cable-Stayed Bridges

Qin Shun

Open publisher page 7 citations

Abstract

In the light of the structural features of cable\|stayed bridges and major problems commonly encountered in the erection stage of the bridges, the stressfree status amounts of structural element are used as principal path to automatically approximate the target values of the completed bridges, and to realize synchronous operations of multifarious construction procedures during the erection. The model tests and construction of several longspan cable stayed bridges prove that the method presented herewith is pretty effective and reliable.

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What this paper is about

In the light of the structural features of cable\|stayed bridges and major problems commonly encountered in the erection stage of the bridges, the stressfree status amounts of structural element are used as principal path to automatically approximate the target values of the completed bridges, and to realize synchronous operations of multifarious construction procedures during the erection. The model tests and construction of several longspan cable stayed bridges prove that the method presented herewith is pretty effective and reliable.

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OpenAlex reports 7 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

In the light of the structural features of cable\|stayed bridges and major problems commonly encountered in the erection stage of the bridges, the stressfree status amounts of structural element are used as principal path to automatically approximate the target values of the completed bridges, and to realize synchronous operations of multifarious construction procedures during the erection. The model tests and construction of several longspan cable stayed bridges prove that the method presented herewith is pretty effective and reliable.

Key concepts: Structural engineering, Engineering, Principal (computer security), Stress (linguistics), Span (engineering), Principal stress, Finite element method, Computer science

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