Analysis of Kinematics of Three-Branch Space Robot
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摘要: 对三分支空间机器人机构进行运动学分析.首先给出了该空间机器人机构的模型和3种工作模式,在搬运和协调操作2种模式下机构采用了串并联的结构型式,在运动学上具有特殊性故成为研究重点.由于此时机构具有12个关节变量,其中只有6个是独立的,这样给机构的分析及控制带来了困难.为此,利用影响系数法推导了机构独立运动参数与非独立运动参数之间的约束方程,建立了输出运动与输入运动之间的映射关系.从而解决了机构的速度和加速度的反解问题.Abstract: The kinematics of a three-branch space robot mechanism was analyzed by presenting its model and discussing its three working modes. The space robot is a kind of serial-parallel mechanism when it is working in carrying and cooperating modes. Since six out of its twelve joints are independent in this case, it is difficult to analyze and control this robot. By using influence coefficient method, the motion constraint equations of the mechanism were derived. The mapping of input and output was established. The inverse kinematics about velocity and acceleration were also solved.
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Key words:
- robots /
- kinematics /
- Jacobi matrices
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[1] Xu Y S, Brown B H. Control system of the self-mobile space manipulator[J]. IEEE Transactions on Control Systems Technology, 1994, 2(3):207~219. [2] Koivo A J, Unseren M A. Modeling closed chain motion of two manipulators holding a rigid object[J]. Mech Mach Theory, 1990, 25(4):427~438. [3] Djurovic M D, Vukobratovic M K. A contribution to dynamic modeling of cooperative manipulation[J]. Mech Mach Theory, 1990, 25(4):407~415. [4] Xu L J, Fan S W, Chen Y. A numeric-symbolic approach for kinematics and dynamics of robotic manipulators[J]. Mech Mach Theory, 1995, 30(5):645~652.
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