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可控脉动风场下矩形断面复气动导纳特性研究

The complex aerodynamic admittance functions of rectangular cylinder in controllable fluctuating wind fields
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摘要 为了研究不同脉动风参数及结构运动状态对钝体断面复气动导纳的影响,介绍了在CFD中产生竖风向及顺风向谐波脉动风场的方法,该方法幅值可控且能多频率组合;对宽高比为4∶1矩形断面,采用CFD识别其在不同风攻角及三种谐波幅值下的升力和阻力复气动导纳;对比了多频率组合谐波及竖向、扭转简谐运动下的气动导纳。结果表明:在0°风攻角下,升力气动导纳与实验值吻合较好,验证了数值模拟的正确性;较大的风攻角和谐波幅值均对复气动导纳有显著影响;在多频率谐波及断面不同运动状态下,升力复气动导纳基本保持不变,但扭转运动能增大高频处的阻力复气动导纳值。 In order to study the effects of pulsing wind parameters and structural motion state on the complex aerodynamic admittance functions(AAF)of bluff body,a new procedure to generate the vertical-and along-wind harmonic inflows in CFD simulations is proposed.Based on the N-S equation and the boundary condition,this method can well control the amplitude and generate multi-frequency harmonic inflows.The lift and drag AAFs of a rectangular section with aspect ratio of 4 are identified under different wind attack angles and three different harmonic amplitudes.The aerodynamic admittances are compared under the multi-frequency harmonic combinations as well as the vertical and torsional motions.It is shown that the lift admittance at null attack angle is in good agreement with the experimental data.The wind angle attack and harmonic amplitude have a significant impact on the complex admittance.In addition,the lift AAFs remain almost the same in multi-frequency inflows and different motions,while the torsional motion can increase the value of drag AAF at high frequencies.
作者 李威霖 牛华伟 华旭刚 陈政清 LI Wei-lin;NIU Hua-wei;HUA Xu-gang;CHEN Zheng-qing(Key Laboratory for Wind and Bridge Engineering of Hunan Province,Hunan University,Changsha 410082,China)
出处 《振动工程学报》 EI CSCD 北大核心 2022年第4期1010-1019,共10页 Journal of Vibration Engineering
基金 国家自然科学基金资助项目(51478181)。
关键词 大跨度桥梁 复气动导纳 CFD 抖振 矩形断面 谐波脉动风 super-long bridge complex aerodynamic admittance CFD buffeting rectangular cylinder harmonic fluctuating wind
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  • 1李永乐,廖海黎,强士中.桥梁抖振时域和频域分析的一致性研究[J].工程力学,2005,22(2):179-183. 被引量:21
  • 2项海帆.桥梁风工程研究的未来[A].第十二届全国结构风工程学术会议[C].西安,2003:1-10.
  • 3Fung Y C. An Introduction to the Theory of Aeroelasticity [M]. Dover Publications, 1995.
  • 4Drabble M J, Grant I. The aerodynamic admittance of a square plate in a flow with a fully coherent fluctuation [J]. Phys Fluids A, 1990, 2(6):1 005-1 013.
  • 5靳新华.桥梁断面气动导纳识别理论及试验研究[D].上海:同济大学,2003.
  • 6Karman T H V, Sears W R. Airfoil theory for non-uniform mo- tion[J]. Journal of the Aeronautical Sciences, 1938, 5 (10): 379-390.
  • 7Sears W R. Some aspects of non-stationary airfoil theory and its practical application[J]. Journal of the Aeronautical Sciences, 1941, 8(3): 104-108.
  • 8Liepmann H W. On the application of statistical concepts to the buffeting problem [J]. Journal of the Aeronautical Science, 1952, 19(2): 793-800.
  • 9Davenport A G. Buffeting of a suspension bridge by storm winds[J]. Journal of Structural Engineering, 1962, 88(ST3) 233-268.
  • 10Holmes J D. Prediction of the response of a cable stayed bridge to turbulenceEC:. Proceedings of the Fourth International Con- ference on Wind Effects on Buildings and Structures, Heath- row, 1975, 187-197.

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