非相似模态下索桥的非线性耦合

Sébastien Maheux, J. King, A. El Damatty, F. Brancaleoni
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引用次数: 1

摘要

研究表明,表示悬索桥结构系统的非线性微分方程具有非线性模态耦合,可导致桥面产生较大的扭转振动。这种非线性耦合可以对风作用下索桥的稳定性起到一定的作用。因此,本文对索桥的非线性模态耦合进行了研究,重点研究了非相似模态对之间的耦合,即沿桥面垂直位移和扭转转动之间具有弱相关性的模态。为了达到这个目的,我们采用了一种基于非线性广义刚度参数的非线性耦合评估方法。悬索桥非线性广义刚度分析结果表明,与模拟模态对相比,非模拟模态具有较弱的非线性耦合。
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Nonlinear Coupling in Cable-Supported Bridges for Non-Analogous Modes
It has been shown that the nonlinear differential equations representing the structural system of a suspension bridge exhibit nonlinear modal coupling that can lead to large torsional vibrations of the bridge deck. Such nonlinear coupling could play a role in the stability of cable-supported bridges under wind effects. Therefore, this paper presents an investigation of nonlinear modal coupling in cable-supported bridges with an emphasis on coupling between pairs of non- analogous modes, i.e., modes having a weak correlation along the bridge deck between the verti- cal displacement and torsional rotation. A procedure for assessing nonlinear coupling that relies on nonlinear generalized stiffness parameters is utilized for this purpose. Results of nonlinear gen- eralized stiffness analysis for suspension bridges indicate that non-analogous modes have a weak- er nonlinear coupling compared to analogous modal pairs.
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