周冰, 方浩, 冯祖仁. 基于一种新的姿态描述的并行结构机器人工作空间解析解[J]. 机器人, 2001, 23(3): 238-245.
引用本文: 周冰, 方浩, 冯祖仁. 基于一种新的姿态描述的并行结构机器人工作空间解析解[J]. 机器人, 2001, 23(3): 238-245.
ZHOU Bing, FANG Hao, FENG Zu-ren. ANALYTIC SOLUTION TO NON-SINGULARITY BOUNDARY BASED ON A NEW POSE DESCRIPTION[J]. ROBOT, 2001, 23(3): 238-245.
Citation: ZHOU Bing, FANG Hao, FENG Zu-ren. ANALYTIC SOLUTION TO NON-SINGULARITY BOUNDARY BASED ON A NEW POSE DESCRIPTION[J]. ROBOT, 2001, 23(3): 238-245.

基于一种新的姿态描述的并行结构机器人工作空间解析解

ANALYTIC SOLUTION TO NON-SINGULARITY BOUNDARY BASED ON A NEW POSE DESCRIPTION

  • 摘要: 本文针对并行结构机器人的结构特点建立一种新的姿态描述,给出了相应的定义;并基于这种描述及Grassmann线几何对6-3并行结构机器人工作空间的奇异问题进行分析,得到一个简单而有效的非奇异边界,及该区域内的杆长约束条件下保守的工作空间解析解.且与模型结构无关,具有普适性.因此只要并行结构机器人的模型描述采用了新的方法,那么它的运动学研究就可以通过这种方法来进行.

     

    Abstract: This paper presents a novel pose description corresponding to the structure characteristics of parallel manipulators. Based on the concepts and Grassmann line geometry,the singularity postures of 6-3 Stewart platform are discussed,which leads to an analytic non-singularity zone expression. The configurations of maximum and minimum length of leg in the whole zone are discovered,meanwhile it proved they are true. Based on these results,the authors discover a conservative analytic boundary expression of workspace. The method described here is adaptable to the other cases,so that the kinematics would be solved corresponding to a new pose description of parallel manipulators.

     

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