Nonlinear dynamic response of stay c

Nonlinear dynamic response of stay cables under axial harmonic excitation

Abstract：This paper proposes a new numerical simulation method for analyzing the parametric vibration of stay cables based on the theory of nonlinear dynamic response of structures under the asynchronous support excitation.The effects of important parameters related to parametric vibration of cables,I.e., characteristics of structure,excitation frequency,excitation amplitude,damping effect of the air and the viscous damping coefficient of the cables,were investigated by using the proposed method for the cables with significant length difference as examples.The analysis results show that nonlinear finite element method is a powerful technique in analyzing the parametric vibration of cables,the behavior of parametric vibration of the two cables with different Irvine parameters has similar properties,the amplitudes of parametric vibration of cables are related to the frequency and amplitude of harmonic support excitations and the effect of distributed viscous damping on parametric vibration of the cables is very small. 作者： Author： Xu XIE  He ZHAN  Zhi-cheng ZHANG 作者单位： Department of Civil Engineering,Zhejiang University,Hangzhou 310027,China 期 刊： 浙大学报（英文版）（A辑：应用物理和工程）   ISTICEISCI Journal： JOURNAL OF ZHEJIANG UNIVERSITY SCIENCE A 年，卷(期)： 2008, 9(9) 分类号： U448.27 Keywords： Stay cables    Parametric vibration    Nonlinear vibration    Viscous damping    机标分类号： G4 TU3 机标关键词： harmonic excitation    parametric vibration    viscous damping    finite element method    numerical simulation    damping coefficient    support excitation    dynamic response 基金项目： 国家自然科学基金

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