非线性系统
气动弹性
物理
振动
空气动力学
鉴定(生物学)
风洞
刚度
控制理论(社会学)
系统标识
完备性(序理论)
基础(线性代数)
空气动力
桥(图论)
频率响应
模型参数
振幅
颤振
恢复力
结构工程
运动方程
相(物质)
经典力学
机械
数学模型
运动(物理)
振动控制
非线性动力系统
非线性系统辨识
非线性模型
摘要
This study addresses a key limitation in motion-described vortex-induced force (VIF) modeling connect to vortex-induced vibration (VIV) of bridge decks: parameter identification has traditionally based on incomplete response histories. Wind tunnel tests in this study are conducted on a sectional model with synchronized measurements of displacement, aeroelastic force, motion frequency, and phase angles. After quantifying the non-wind-induced aerodynamic damping and stiffness in still air, a nonlinear VIF model was identified by jointly using the growth-to-resonance (GR) and decay-to-resonance (DR) processes. The identified parameters are expressed in a motion-amplitude-dependent form according to the extracted energy-trapping characteristics. The combined GR–DR procedure improves the completeness of model parameters, extends their applicability to both higher and lower mechanical damping conditions, and avoids the parameter-range insufficiency reported in earlier three-dimensional applications. These results establish a more robust basis for nonlinear VIF identification and three-dimensional VIV analysis.
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