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高压绝缘子清扫机器人的动力学建模及分析 被引量:6

Dynamic Modeling and Analysis of a Cleaning Robot for Hotline Insulators
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摘要 从支柱型绝缘子带电清扫机器人的振动问题中,提取出一类由柔性臂和刚性臂组成的系统,刚性臂和柔性臂之间采用垂直移动关节连接,构成了末端具有移动刚体的柔性臂系统.在假设模态法的基础上建立了系统的Lagrange动力学模型,建模过程考虑了重力对柔性臂振动的影响.根据模型分析了刚性臂全局运动与柔性臂柔性振动的相互影响,刚性臂的全局运动使柔性臂的振动频率降低,阻尼增加.应用该模型对绝缘子清扫机器人的振动进行了仿真.为优化清扫臂的全局运动,降低升降臂的振动提供了依据. A kind of flexible manipulator system, which consists of a flexible link and a rigid link, was provided based on the vibration of a cleaning robot for hotline insulators. The flexible link and the rigid one are jointed together by an orthogonal translating joint, forming a flexible manipulator with a moving rigid body on the tip. Lagrange dynamic model was established based on the assumed mode method. The effect of gravity on the vibration of flexible link is considered in the model. The effects between the flexible link and rigid one were analyzed based on the dynamic model. The global motion of the rigid link decreases the vibration frequency of flexible link while increases the general damping. Simulation of the vibration of a cleaning robot for hotline insulators was carried out using the dynamic model.
出处 《上海交通大学学报》 EI CAS CSCD 北大核心 2004年第8期1304-1306,共3页 Journal of Shanghai Jiaotong University
基金 国家高技术研究发展计划(863)项目(2002AA420110-2)
关键词 清扫机器人 带电作业 柔性臂 动力学建模 高电压 绝缘子 Electric insulators Equations of motion Vibration control
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参考文献6

  • 1Hastings G, Book W. A linear dynamic model for flexible robotic manipulators[J]. IEEE Control Systems Magazine, 1987, 7(1):61-64.
  • 2Usoro P B, Nadira R, Mahil S S. A finite element/Lagrange approach to modeling lightweight flexible manipulators[J]. ASME J of Dyn Syst Meas Contr, 1986, 108:198-205.
  • 3Ge S S, Lee T H, Zhu G. A nonlinear feedback controller for a single-link flexible manipulator based on a finite element model[J]. J of Robotics Systems, 1997,14(3): 165-178.
  • 4Meckl P H, Seering W P. Experimental evaluation of shaped inputs to reduce vibration for a Cartesian robot[J]. ASME J of Dyn Syst Meas Contr, 1990,112:159-165.
  • 5丁希仑,张启先.机器人柔性臂动力学建模的D-Holzer法[J].机械工程学报,1999,35(3):25-28. 被引量:9
  • 6徐小云,颜国正.三自由度柔性受限机器人的动力学建模[J].上海交通大学学报,2002,36(7):975-979. 被引量:3

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  • 1LiuZilong,LiuGuozhong,LiuJie.Adaptive tracking controller using BP neural networks for a class of nonlinear systems[J].Journal of Systems Engineering and Electronics,2004,15(4):598-604. 被引量:5
  • 2张志劲,蒋兴良,孙才新.污秽绝缘子闪络特性研究现状及展望[J].电网技术,2006,30(2):35-40. 被引量:138
  • 3陈炜,余跃庆,张绪平,苏丽颖.欠驱动柔性机器人动力学建模及仿真[J].中国机械工程,2006,17(9):931-936. 被引量:22
  • 4Martins J M,Mohamed Z,Tokhi M O,et al.Approaches for dynamic modeling of flexible manipulator systems[J].Control Theory Appl,2003,150(4):401 -411.
  • 5Haug E J.Computer aided kinematics and dynamics of mechanical system:basic methods[M].Boston:Allyn & Bacon,1989.
  • 6Terse Z,Lefeber D,Muftic O.Null space integration method for constrained multibody systems with no constraint violation[J].Multibody System Dynamics,2001,6(3):229-243.
  • 7Aghili F,Piedboeuf J.Simulation of motion of constrained multibody systems based on projection operator[J].Multibody System Dynamics,2003,10(1):3-16.
  • 8Betsch P,Leyendecker S.The discrete null space method for the energy consistent integration of constrained mechanical systems.Part II:multibody dynamics[J].Int J Nutner Methods Eng,2006,67(4):499 -552.
  • 9Sigrid L,Sina O B.Discrete mechanics and optimal control for constrained multibody dynamics[C] //Proceedings of 1DETC/MSNDC.Las Vegas,Nevada,USA,2007:1-10.
  • 10Ahmed A S,Bassam A H.A two-loop sparse matrix numerical integration procedure for the solution of differential/algebraic equations:application to multibody systems[J].Journal of Sound and Vibration,2009,327(3/4/5):557-563.

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