期刊文献+

桥面激励下的斜拉索减振设计研究

Study on the stay cable mitigation under the bridge deck excitation
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摘要 针对已有的斜拉索减振模型不能合理分析桥面运动对斜拉索减振效果影响的现状,基于几何位移关系推导出适用于桥面运动的计及阻尼器耦合振动的斜拉索减振分析平衡方程,建立了合理的阻尼器参数设计理论模型,采用数值迭代算法对拉索—阻尼器系统的模态阻尼特性进行了数值分析。结果表明,由于桥面耦合作用的影响,阻尼器安装位置对系统模态阻尼的影响不再具有对称性,桥面运动条件下,拉索—阻尼器系统的模态阻尼比与拉索的倾角有关,系统的模态阻尼相同时,斜拉索的倾角越小,外部阻尼器参数越大。 In order to overcome the shortcomings in reasonably considering the impact of bridge deck movement on the effect of control system for stay cable. A new equation of motion based on the relationship of the geometric displacement is developed in order to analysis the coupling effects among deck-cable-damper. The mode damping properties of the cable-damper system were extracted by numerical iteration analysis technique. To investigate the affects of modal damping of the cable-damper system subjected to the coupling motion with the deck, the normalized damping ratio is calculated by a numerical process of the normalized damper coefficient for different support conditions. The result shows that the symmetry of damper mounting position versus the mode damping ratio of the system could not hold since the coupling effects of bridge deck movement, the external damping should be greatly increased to provide the same non- dimensional modal damping with the decrease of the stay angle, and that existing models overestimated the value of the non-dimensional modal damping. New model matches well with the actual occurrence in bridge engineering.
作者 罗帅 刘红军
出处 《四川建筑科学研究》 2012年第1期149-152,共4页 Sichuan Building Science
基金 国家自然科学基金资助项目(51078119)
关键词 斜拉索 减振模型 桥面运动 数值迭代 优化阻尼 stay cable deck movement vibration model numerical iteration optimal damping
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参考文献9

  • 1周海俊,孙利民.斜拉索附加带刚度阻尼器的参数优化分析[J].力学季刊,2008,29(1):180-185. 被引量:16
  • 2Pacheco B N, Fujino Y, Sulekh A. Estimation curve for modal damping in stay cables with viscous damper [ J]. Journal of Struc- ture Engineering,1993,119:1961-1979.
  • 3Krenk. Vibrations of a taut cable with an external damper [ J]. Journal of Applied Mechanics, ASCE ,2000,67:772-776.
  • 4Main J A, Jones N P. Free vibration of taut cable with attached damper. I:linear viscous damper [J]. Journal of Engineering Me- chanics ,2002,128 ( 10 ) : 1062-1071.
  • 5Main J A,Jones N P. Free vibration of taut cable with attached damper. II: Nonlinear damper [ J ]. Journal of Engineering Me- chanics ,2002,128 (10) : 1072-1081.
  • 6Li Hui,Liu Min and Ou Jinping. Negative stiffness characteristics of active and semiaetive control systems of stay cables [ J ]. Interna- tional Journal Structural Control and Health Monitoring,2008,15 : 120-142.
  • 7Pacheeo B M, Fujino Y. Keeping cables calm [ J]. Civil Engineer- ing Magazine, ASCE, 1993,63 (10) :56-58.
  • 8邬韶华,陈勇.磁流变阻尼器对斜拉索的振动控制[M].北京:科学出版社,2007.
  • 9Yoneda M,Maeda K. A study on practical estimation method for structural damping of stay cable with damper[ C ]//Proceedings of Canada-Japan Workshop on Bridge Aerodynamics. Ottawa, Cana- da, 1989:41-50.

二级参考文献11

  • 1李寿英,顾明.带固定人工水线拉索绕流的数值模拟[J].同济大学学报(自然科学版),2004,32(10):1334-1338. 被引量:13
  • 2陈政清 倪一清 高赞明.MR阻尼器在斜拉桥拉索风雨振控制中的应用研究[C]..第十届全国结构风工程学术会议论文集[C].,2001..
  • 3Mastumoto M, Yagi T, Goto M, Sakai S. Rain-Wind-induced vibration of inclined cables at limited high reduced wind velocity region [J]. Journal of Wind Engineering and Industrial Aerodynamics,2003, 91:1 - 12.
  • 4Pacheo B M, Fujino Y, Sulkh A. Estimation curve for modal damping in stay cable with viscous damper for modal damping in stay cables [J]. ASCE Journal of Structure Engineering, 1993,119 (6) :1961 - 1979.
  • 5Xu Y L, Yu Z. Mitigation of three-dimensional vibration of inclined sag cable using discrete oil damper-Ⅱ ,application[J]. Journal of Sound and Vibration. 1998,214(4) :659 - 693.
  • 6Tabatabai H, Mehrabi A B. Design of mechanical viscous dampers for stay cables [J]. ASCE Journal of Bridge Engineering, 2000.5. 2.114 - 123
  • 7Krenk S. Vibrations of a taut cable with an external damper [J]. Journal of Applied Mechanics, 2000,67:772 - 776.
  • 8Main J A, Jones N P. Free vibrations of taut cable with attached damper I:linear viscous damper [J]. ASCE Journal of Engineering Mechanics, 2002,128(10) : 1062 - 1072.
  • 9Main J A, Jones N P. Free vibrations of taut cable with attached damper Ⅱ: nonlinear damper[J]. ASCE Journal of Engineering Mechanics, 2002,128(10) : 1072 - 1081.
  • 10刘万峰,刘健新,胡兆同.斜拉桥拉索粘性剪切型阻尼器的试验研究[J].西安公路交通大学学报,2000,20(3):41-44. 被引量:15

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