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组合柔性机械臂动力学模型参数识别 被引量:2

Parametric Identification of Dynamic Model of Assembled Flexible Manipulator
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摘要 将柔性机械臂做成组合结构,利用结合面摩擦效应抑制柔性机械臂的振动。用单根叠层组合柔性臂与实体柔性臂的自由振动对比试验验证组合柔性臂具有优良的抑振性能。用弹簧摩擦副双折线模型和三次非线性弹性力模型建立组合柔性臂的动力学模型。根据组合柔性臂有限元仿真激振试验数据,确定组合柔性臂的形函数和动态恢复力滞迟回线。用动能等效原理、滞迟回线分解法和最小二乘法确定组合柔性臂的动力学模型参数。在Simulink平台上,编制弹簧摩擦副恢复力计算模块,解决含有记忆环节的柔性臂非线性微分方程的数值求解问题。经试验验证,用该模型参数识别方法确定的动力学模型能较准确地反映组合柔性机械臂的动力学性质,为组合柔性机械臂动力学建模、减振性设计提供有效方法。 In order to restrain the vibration of flexible manipulator, friction damping of assembled flexible link can be used to restrain the vibration of flexible manipulator. The contrast experiment with solid flexible link indicates that assembled flexible link has effective vibration-restraining capability. The dynamic model of assembled flexible link is built with an equivalent mass, a nonlinear spring, a damper and a spring-slider. According to the data obtained from FEA simulation of forced vibration of assembled flexible link, its shape function and reaction force hysteresis curve are determined. The dynamic model parameter of assembled flexible link is determined according to kinetic energy equivalence principle, analysis of reaction force hysteresis curve and nonlinear least-squares solution. In addition, S-function block is written in M-file to compute spring-slider. Finally, the simulink model is created according to the dynamic model. The response of free vibration from simulation is consistent with experiment. This method provides an effective way for dynamics modeling and vibration -damping design of assembled flexible link.
出处 《机械工程学报》 EI CAS CSCD 北大核心 2009年第10期68-74,共7页 Journal of Mechanical Engineering
关键词 柔性机械臂 参数识别 组合结构 Flexible manipulator Parametric identification Assembled link
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参考文献12

  • 1DOAN M,ISTEFANOPULOS Y.Optimal nonlinear controller design for flexible robot manipulators with adaptive internal model[J].IET Control Theory & Applications,2007,1(3):770-778.
  • 2CHEONG J,CHUNG W K,YOUM Y.Two-step controller for 3D flexible link manipulators:Bandwidth modulation and modal feedback approach[J].ASME Journal of Dynamic System,Measurement and Control,2002,124(12):566-574.
  • 3DADFARNIA M,JALILI N.A Lyapunov-based piezoelectric controller for flexible cartesian robot manipulators[J].ASME Journal of Dynamic System,Measurement and Control,2004,126(6):347-358.
  • 4吴大方,刘安成,麦汉超,房元鹏.压电智能柔性梁振动主动控制研究[J].北京航空航天大学学报,2004,30(2):160-163. 被引量:30
  • 5LIM S,STEVENS H D,HOW J P.Input shaping design for multi-input flexible systems[J].ASME Journal of Dynamic System,Measurement and Control,1999,121(9):443-447.
  • 6王兴松,徐卫良.用模型输入方法控制柔性臂的振动[J].中国机械工程,2001,12(12):1408-1412. 被引量:3
  • 7闫安志,徐晖,成建联,孙云普.柔性机械臂振动抑制的混合控制[J].应用力学学报,2004,21(4):62-66. 被引量:7
  • 8GU M,ASOKANTHAN S F.Combined discrete-distributed control of a single-link flexible manipulator using a Lyapunov approach[J].ASME Journal of Dynamic System,Measurement and Control,1999,121(9):448-456.
  • 9敖宏瑞,姜洪源,闫辉,夏宇宏.基于小波变换的金属橡胶干摩擦系统阻尼识别[J].机械设计,2004,21(7):27-30. 被引量:5
  • 10姜洪源,王玉,敖宏瑞,闫辉.多层波纹钢板式干摩擦减振器实验研究[J].实验力学,2004,19(4):423-429. 被引量:5

二级参考文献48

共引文献50

同被引文献24

  • 1STUDY ON AN OBJECT-ORIENTED FEATURE-BASED CAD OF HYDRAULIC MANIFOLD BLOCK[J].Chinese Journal of Mechanical Engineering,2000,13(3):206-211. 被引量:3
  • 2叶培建,邓湘金,彭兢.国外深空探测态势特点与启示(上)[J].航天器环境工程,2008,25(5):401-415. 被引量:26
  • 3戈新生,崔玮,赵秋玲.刚柔性耦合机械臂轨迹跟踪与振动抑制[J].工程力学,2005,22(6):188-191. 被引量:35
  • 4邱志成.刚柔耦合系统的振动主动控制[J].机械工程学报,2006,42(11):26-33. 被引量:20
  • 5BOOK W J. Controlled motion in an elastic world[J]. Journal of Dynamic Systems, Measurement, and Control, 1993, 15(2B): 252-261.
  • 6PAO L Y. Multi-input shaping design for vibration reduction[J].Automatica, 1999, 35(1): 81-89.
  • 7Van de WAL M, Van BAARS G, SPERLING F, et al. Multivariable H∞/μ feedback control design for high- precision wafer stage motion[J]. Control Engineering Practice, 2002, 10(7): 739-755.
  • 8JIANG Y, ZHU Y, YANG K, et al. A data-driven iterative decoupling feedforward control strategy with application to an ultra-precision motion stage[J]. IEEE Transactions on lndustrialElectronics, 2014, 62(1): 620-627.
  • 9OOMEN T, Van HERPEN R, QUIST S, et al. Connecting system identification and robust control for next- generation motion control of a wafer stage[J]. IEEE Transactions on Control Systems Technology, 2014, 22(1): 102-118.
  • 10ELMUSTAFAA, LAGALLY M Ct Flexural-hinge guided motion nanopositioner stage for precision machining: Finite element simulations[J]. Precision Engineering, 2001, 25(1): 77-81.

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