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基于恒位移测试的转子系统非线性支承刚度参数辨识研究 被引量:1

Nonlinear Stiffness Parameter Identification of Rotor Support Based on Constant-amplitude Displacement Test
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摘要 采用基于正弦扫频技术的恒位移测试方法来获取转子支承系统在一系列恒定位移幅值响应下的频响函数,并辨识转子支承的非线性刚度参数。首先对转子支承系统进行两端支承状态下的模态分析,得到转子系统在线性支承条件下的模态;然后采用正弦激励进行仿真测试,对转子支承进行不同水平的恒位移测试,通过模态分析得到不同响应水平下的模态参数,建立等效非线性参数与响应之间的关系,再结合等效线性化理论,识别非线性刚度参数。 A specially developed constant-amplitude displacement test is adopted in the measurement of the frequency response functions (FRFs) in a rotor-bearing system with specified constant-amplitude displacement responses. The FRFs experimentally measured are subsequently used for identifying the structural nonlinearity of the rotor support. In the method, the modal analysis is performed for the rotor with bearing support and the linear modal parameters of a rotor-bearing system are acquired;then, the sinusoidal excitation is used for simulation test, and a constant-amplitude displacement test is used to identify the nonlinear stiffness index from the measured FRFs of the rotor-bearing system. The sinusoidal force excitation is used to ensure the constant amplitudes displacement through adjusting the amplitudes of the force over its frequency range. The rotor system with the nonlinear support is designed and tested to verify the effectiveness of the method.
作者 杨稀 臧朝平 周标 张根辈 王平 邹亚晨 YANG Xi;ZANG Chaoping;ZHOU Biao;ZHANG Genbei;WANG Ping;ZOU Yachen(Jiangsu Province Key Laboratory of Aerospace Power System, Nanjing University of Aeronautics and Astronautics,Nanjing 210016, China;Hunan Institute of Aero Engine Power and Mechanical Engineering, Zhuzhou 412002, China)
出处 《机械制造与自动化》 2019年第5期29-33,共5页 Machine Building & Automation
关键词 转子系统 非线性支承 振动测试 非线性参数识别 rotor system nonlinear support vibration test nonlinear parametric identification
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  • 1宋璨,王修勇,陈政清,孙洪鑫,陈丕华.基于量子微粒群算法的磁流变阻尼器滞回模型研究[J].机械强度,2010,32(3):476-480. 被引量:2
  • 2钟万勰.结构动力方程的精细时程积分法[J].大连理工大学学报,1994,34(2):131-136. 被引量:509
  • 3陈昌亚,宋汉文,王德禹,王本利.卫星振动频率漂移现象与非线性参数识别[J].上海交通大学学报,2005,39(7):1197-1200. 被引量:7
  • 4郑兆昌.非线性系统动力分析的模态综合技术[J].应用数学和力学,1983,4(4):567-571.
  • 5Zang C P, Schwingshackl C W, Ewins D J. Model validation for structural dynamic analysis: an approach to the sandia structural dynamics challenge [ J ]. Computer Methods in Applied Mechanics and Engineering, 2008, 197 (29 -32): 2645 - 2659.
  • 6Zang C P, Ewins D J. Model validation for structural dynamics in the aero-engine design process [ J ]. Frontiers of Energy and Power Engineering in China, 2009,3 (4) : 480 - 488.
  • 7Kerschen G, Worden K, Vakakis A, et al. Past, present and future of nonlinear system identification in structural dynamies [J]. Mechanical Systems and Signal Processing, 2006, 20 (3) : 505 - 592.
  • 8Carrella A, Ewins D J. Identifying and quantifying structural nonlinearities in engineering applications from measured frequency response functions [ J ]. Mechanical Systems and Signal Processing, 2011, 25(3) : 1011 - 1027.
  • 9Masri S F and Caughey T K. Nonparametric identification technique for non-linear dynamic problems [ J]. Journal of Applied Mechanics-Transactions of the ASME, 1979, 46 (2) :433 -447.
  • 10He J, Ewins D J. A simple method of interpretation for the modal analysis of nonlinear structures[ C]. Proceedings of the IMAC V, London, 1987.

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