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考虑阻尼的无限长小垂度缆索弹性波的传播
PROPAGATION OF ELASTIC WAVE IN INFINITE CABLE WITH SMALL SAG CONSIDERING DAMPING

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李丽君 1,2   曾晓辉 1,2 *   崔哲华 1,2,3   吴晗 1,2  
文摘 缆索结构被广泛应用于电气、土木、海洋和航空工程等领域,随着缆索在工程中的应用长度越来越长,高阶振动越来越明显,研究时应该考虑扰动沿着缆索的传播.现有对缆索弹性波传播的研究中,通常不考虑阻尼项,然而阻尼对于波的传播有着重要影响.文章考虑阻尼的影响,发展了包含阻尼项的三维弹性缆索运动方程.通过求解上述含阻尼项的运动方程,分别考察了面内面外弹性波的频率关系、相速度和群速度等自由传播特性,进而通过计算无限长弹性缆索在初始余弦型脉冲作用下的位移响应,分析扰动沿着该缆索的传播规律,考察波的色散现象以及阻尼对于缆索弹性波传播的影响.结果表明,考虑阻尼后,面内波和面外波均为色散波,面内波在曲率的作用下,为高度色散波.此外,在阻尼的影响下,波的峰值在传播过程不断减小,且波的后缘端点响应总是高于前缘端点响应.
其他语种文摘 Cable structures are widely used in electrical, civil, marine and aviation engineering. As cable in engineering longer and longer, the high-order vibration becomes more and more obvious. Accordingly, the disturbance propagation should be considered in the study. In the existing research on the propagation of elastic waves in cables, the damping is usually not considered. However, damping has an important influence on the propagation of waves. We developed the motion equation of three-dimensional elastic cable by considering damping into equation. The free propagation characteristics of in-plane and out-of-plane waves are discussed respectively by solving the equations of motion above, including frequency relation, phase velocity, group velocity. And then, the wave propagation law of the cable is further discussed by calculating the displacement response under the initial cosine pulse. Besides, we study the wave dispersion and the influence of damping on the propagation of elastic waves in cables. The results show that both in-plane and outplane waves are dispersive while damping is considered. In addition, the in-plane waves are highly dispersive with the curvature considered. In addition, the crest of wave dissipates in wave propagation, and the response of trailing edge is higher than the leading edge while damping is considered.
来源 力学学报 ,2023,55(5):1138-1150 【核心库】
DOI 10.6052/0459-1879-22-606
关键词 缆索弹性波 ; 波的色散 ; 自由振动 ; 阻尼 ; 波的衰减
地址

1. 中国科学院力学研究所, 中国科学院流固耦合系统力学重点实验室, 北京, 100190  

2. 中国科学院大学工程科学学院, 北京, 100049  

3. 中国科学院大学未来技术学院, 北京, 100049

语种 中文
文献类型 研究性论文
ISSN 0459-1879
学科 力学
基金 国家重点研发计划 ;  国家自然科学基金
文献收藏号 CSCD:7492742

参考文献 共 33 共2页

1.  Wu Q. Non-linear vibrations of cables considering loosening. Journal of Sound and Vibration,2003,261(3):385-402 CSCD被引 2    
2.  Koh C G. Dynamic analysis of large displacement cable motion with experimental verification. Journal of Sound and Vibration,2004,272(1/2):187-206 CSCD被引 8    
3.  Srinil N. Three-dimensional non-linear coupling and dynamic tension in the large-amplitude free vibrations of arbitrarily sagged cables. Journal of Sound and Vibration,2004,269(3/5):823-852 CSCD被引 8    
4.  Karoumi R. Some modeling aspects in the nonlinear finite element analysis of cable supported bridges. Computers & Structures,1999,71(4):397-412 CSCD被引 50    
5.  Ni Y Q. Dynamic analysis of large-diameter sagged cables taking into account flexural rigidity. Journal of Sound and Vibration,2002,257(2):301-319 CSCD被引 18    
6.  Irvine H M. The linear theory of free vibrations of a suspended cable. Proceedings of the Royal Society of London. A. Mathematical and Physical Sciences,1974,341(1626):299-315 CSCD被引 16    
7.  Rega G. Parametric analysis of large amplitude free vibrations of a suspended cable. International Journal of Solids and Structures,1984,20(2):95-105 CSCD被引 9    
8.  刘洪德. 基于应变修正的二维缆索动力学建模改进. 中国科学:物理学力学天文学,2022,52(12):86-95 CSCD被引 1    
9.  Chen L. A coupled finite difference mooring dynamics model for floating offshore wind turbine analysis. Ocean Engineering,2018,162:304-315 CSCD被引 3    
10.  Irvine H M. Cable Structures,1981 CSCD被引 151    
11.  Rega G. Nonlinear vibrations of suspended cables-Part I: Modeling and analysis. Appl. Mech. Rev,2004,57(6):443-478 CSCD被引 25    
12.  Rega G. Nonlinear vibrations of suspended cables-Part II: deterministic phenomena. Appl. Mech. Rev,2004,57(6):479-514 CSCD被引 17    
13.  Ibrahim R A. Nonlinear vibrations of suspended cables-Part III: random excitation and interaction with fluid flow. Appl. Mech. Rev,2004,57(6):515-549 CSCD被引 6    
14.  Jafari M. Wind-induced vibration of structural cables. Nonlinear Dynamics,2020,100(1):351-421 CSCD被引 3    
15.  Houjun K. Review on nonlinear vibration and modeling of large span cable-stayed bridge. Acta Mechanica Sinica,2016,48(3):519-535 CSCD被引 1    
16.  刘志文. 斜拉索涡激振动气动控制措施试验研究. 振动工程学报,2021,34(3):441-451 CSCD被引 13    
17.  Di F. Suppression of vortex-induced high-mode vibrations of a cable-damper system by an additional damper. Engineering Structures,2021,242:112495 CSCD被引 8    
18.  Baxy A. Elastic waves in layered periodic curved beams. Journal of Sound and Vibration,2021,512:116387 CSCD被引 2    
19.  Banerjee A. Non-dimensional analysis of the elastic beam having periodic linear spring mass resonators. Meccanica,2020,55(5):1181-1191 CSCD被引 2    
20.  Syam B K. Wave analysis for in-plane vibration of angular and curved frames. Journal of Vibration and Acoustics,2021,143(6):061001 CSCD被引 1    
引证文献 1

1 张永顺 四分点集中阻尼弦系统阻尼特性的可叠加性问题 力学学报,2024,56(7):2127-2136
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