Volume 15 Issue 4
Jul.  1993
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WANG Bin, FENG Guanmin, ZHANG Jingjun. EQUATIONS OF MOTION FOR SPATIAL FLEXIBLE ROBOT ARM IN TERMS OF QUASI-COORDINATES[J]. ROBOT, 1993, 15(4): 19-25.
Citation: WANG Bin, FENG Guanmin, ZHANG Jingjun. EQUATIONS OF MOTION FOR SPATIAL FLEXIBLE ROBOT ARM IN TERMS OF QUASI-COORDINATES[J]. ROBOT, 1993, 15(4): 19-25.
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EQUATIONS OF MOTION FOR SPATIAL FLEXIBLE ROBOT ARM IN TERMS OF QUASI-COORDINATES

  • 1.

    Dept of Engineering Mechanics, Jilin Univ of Technology, Changchun 130025

  • 2.

    Robotics Laboratry, the Chinese Academy of Sciences

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  • Received Date: February 22, 1992
  • Published Date: July 14, 1993
    Graphical Abstract
    • Abstract
  • Equations of motion for two spatial flexible links robot arm system in terms of real-quasi-coordinates,which deriving from Lagrange equations of the flexible bodies in terms of quasi-coordinates,are presented.By using of the quasi-coordinates and matrix operations,the lengtly and tedious process for derivation with respect to the direction parameters are avoided,the composition of equations are compacted and it will cause the recursive formulation conveniently.Because the forms of the motion equations do not change during the description of rigid motion in various parameters,these equations of motion are of generality.
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    • References (7)
  • [1]
    王彬,冯冠民,陆佑方.柔性系统的真-伪混合坐标形式的运动方程及其几何结构.陈滨主编,现代数学理论与方法在动力学、振动与控制中的应用,科学出版社,1992,139-144
    [2]
    陆佑方,王彬.多柔性系统动力学.高等教育出版社,1994
    [3]
    黄圳珪,赵志建.大型航天器动力学与控制.国防科技大学出版社,1990
    [4]
    Meirovitch L. Method of analytical dynamics. McGraw-Hill, New York,1970
    [5]
    Meirovitch L, Quinn R D. Equations of motion for maneuvering flexible spacecraft. J of Guidance &Control,1987;10, 453-465
    [6]
    Meirovitch L. State equations of motion for flexible bodies in terms of quasi-coordinates
    [7]
    Roger D Quinn. Equation of motion for structures in terms of quasi-coordinates. ASME J of Applied Mechnics, 1990 57, 745-749
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