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Dynamics-Based Algorithm for Reliable Assembly Mode Tracking in Parallel Robots

机译:基于动力学的并行机器人可靠组装模式跟踪算法

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Finding the current pose of the end-effector of a parallel robot is a problem, since its forward geometric model generally has several solutions. Current methods to address this problem operate mainly under the assumption that the robot never changes its assembly mode nor gets close to Type 2 singularities. Nonetheless, recent works proved that a parallel robot can change its assembly mode, thanks to dedicated trajectory generation and control. Such a feature allows increasing the operational workspace of such manipulators. Hence, correctly tracking the end-effector pose while crossing Type 2 singularities is mandatory for a practical usage of this workspace enhancement method. However, on Type 2 singularities, several solutions of the forward geometric model merge, making current tracking methods ineffective. To fill this gap, we propose a two-step pose tracking methodology. First, a differential inclusion based on kinematics and dynamics is solved. Second, joint measurements are used to tighten resulting enclosures. The effectiveness of this method is discussed, thanks to experimental data gathered on a planar parallel robot.
机译:发现并行机器人的末端执行器的当前姿势是一个问题,因为它的前向几何模型通常具有多种解决方案。解决此问题的当前方法主要是在机器人永远不会改变其装配模式下的假设下运行,也不接近2型奇点。尽管如此,近期的作品证明,由于专用的轨迹生成和控制,并行机器人可以改变其装配模式。这种特征允许增加这种操纵器的操作工作空间。因此,在交叉类型2个奇点的同时正确跟踪末端效应器姿势对于该工作空间增强方法的实际使用是强制性的。然而,在2型奇点,几何模型合并的几种解决方案,使电流跟踪方法无效。为了填补这一差距,我们提出了一种两步的姿势跟踪方法。首先,解决了基于运动学和动态的差分夹杂物。其次,联合测量用于拧紧所得到的外壳。讨论了这种方法的有效性,归功于收集在平面并联机器人上的实验数据。

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