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六自由度压电隔振平台面向控制的模态分析与动力学建模 被引量:2

Control-oriented modal analysis and dynamic modeling for six-degree-of-freedom piezoelectric vibration isolation platform
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摘要 六自由度压电隔振平台各通道之间存在的强耦合性以及压电作动器固有的迟滞非线性都对系统动力学建模提出了挑战。为此,基于模态分析技术对六自由度压电隔振平台开展面向控制的非线性动力学建模研究。在充分考虑压电作动器的迟滞非线性后,采用模态坐标变换方法建立了隔振平台Hammerstein非线性动力学模型,包含了输入端的静态迟滞非线性子系统、解耦的模态方程组以及模态正/反变换矩阵。通过实验测量方法辨识得到模态方程中的参数,采用MPI模型辨识得到静态迟滞非线性子系统,并经过逆补偿控制实验验证了迟滞模型的正确性。基于迟滞逆补偿策略辨识得到模态反变换矩阵。最终建立了平台的动力学模型,为后续的控制奠定了良好的基础。 The strong coupling between the channels of the six-degree-of-freedom piezoelectric vibration isolation platform and the inherent hysteresis nonlinearity of the piezoelectric actuator pose challenges to the system dynamic modeling. In this paper, based on modal analysis technology, the control-oriented nonlinear dynamic modeling of six-degree-of-freedom piezoelectric vibration isolation platform is studied. After fully considering the hysteresis nonlinearity of the piezoelectric actuator, the Hammerstein nonlinear dynamic model of the vibration isolation platform is established by the modal coordinate transformation method, including the hysteresis nonlinearity subsystem at the input end, the decoupled modal equations and the modal positive/inverse transformation matrix. The parameters in the modal equation are identified by experimental measurement method. The static hysteresis nonlinear subsystem of the piezoelectric actuator is obtained by MPI model. The correctness of the hysteresis model is verified by inverse compensation control experiment. The modal inverse transformation matrix is obtained based on the hysteresis inverse compensation strategy. Finally, a dynamic model of the platform was established, which laid a good foundation for subsequent control.
作者 于帅彪 张臻 周克敏 YU Shuaibiao;ZHANG Zhen;ZHOU Kemin(School of Automation Science and Electrical Engineering,Beihang University,Beijing 100083,China;College of Electrical Engineering and Automation,Shandong University of Science and Technology,Qingdao 266590,China)
出处 《北京航空航天大学学报》 EI CAS CSCD 北大核心 2020年第6期1169-1176,共8页 Journal of Beijing University of Aeronautics and Astronautics
基金 国家自然科学基金(61433011)。
关键词 解耦 模态分析 迟滞非线性 逆补偿 六自由度压电隔振平台 decoupling modal analysis hysteresis nonlinearity inverse compensation six-degree-of-freedom piezoelectric vibration isolation platform
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  • 1张春良,梅德庆,陈子辰.微制造平台微振动的H_2/H_∞混合控制[J].仪器仪表学报,2004,25(3):298-301. 被引量:7
  • 2陈修祥,马履中.车载设备多维振动控制装置的设计及模态研究[J].自然科学进展,2007,17(4):551-555. 被引量:13
  • 3DORF R C,BISHOP R H.现代控制系统(第八版)[M].谢红卫,邹逢兴,等译.北京:高等教育出版社,2001.
  • 4罗煜峰.基于Matlab的六自由度隔振系统计算[J].机械与电子,2007,25(8):73-75. 被引量:4
  • 5Nakamura Y, Nakayama M, Masuda K, et al. Development of active 6-DOF microvibration control system using giant magnetostrictive actuator [A]. Proceedings of the SPIE Conference on Smart Systems for Bridges, Structures and Highways [C]. Newport Beach, California, March 1999 : 229-240.
  • 6Nakamura Y, Nakayama M, Yasuda M, et al. Development of active six-degrees-of-freedom micro-vibration control system using hybrid acturators comprising air actuators and giant magnetostrictive actuators[J]. Smart Materials and Structures, 2006, 15:1 133- 1 142.
  • 7Zhang Chunliang, Mei Deqing, Chen Zichen. H∞- based active microvibration control of micro-manufac- turing platform[A]. Proceedings of The Fourth International Symposium on Fluid Power Transmission and Control (ISFP'2003)[C]. April 8-10, 2003, Wuhau, China : 105-110.
  • 8傅志方,华宏星.模态分析理论与应用[M].上海:上海交通大学出版社,2002:215-300.
  • 9李冬伟.基于压电元件的柔性板振动主动控制研究[D].石家庄:军械工程学院,2007.
  • 10Nakamura Y. Development of active 6 - DOF micro vibration control system using giant magnet astrietive actuator [ C ]. Proceedings of the SPIE Conference on Smart Systems for Bridges Structures and Highways. SHE-International Society for Optical Engineering, 1999 : 229 - 240.

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