移动冗余度机械手轮关节同步协调的最小运动方案

Yunong Zhang, Lin Xiao, Xiaotian Yu, Bolin Liao, Zhijun Zhang
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引用次数: 3

摘要

针对移动冗余度机械手在执行任务后返回初始位置的问题,提出了一种轮关节协调最小运动(WJCMM)方案,以使末端执行器在完成给定任务时,移动机器人最终状态与初始状态之间的运动/位移最小。该方案既能协调移动平台的车轮和机械手的关节,同时完成末端执行器任务,又能实现运动最小化。此外,移动机器人的物理极限可以被纳入WJCMM方案。然后,将该格式重新表述为具有等式约束和有界约束的二次规划(QP),并采用基于分段线性方程(PLE)的数值方法进行求解。仿真结果验证了该WJCMM方案的有效性和准确性,以及相应的基于离散时间pled的冗余度数值QP解算器。
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Minimum movement scheme with wheels and joints coordinated simultaneously for mobile redundant manipulator
For returning to a near initial location for a mobile redundant manipulator after a task execution, a wheel-joint coordinated minimum movement (WJCMM) scheme is proposed to minimize the movement/displacement between the final state and the initial state of the mobile robot when the end-effector fulfills a given task. Such a scheme can both coordinate simultaneously the wheels of the mobile platform and the joints of the manipulator to complete the end-effector task, and achieve the movement minimization. Besides, the physical limits of the mobile robot can be incorporated into the proposed WJCMM scheme. Then, the scheme is reformulated as a quadratic program (QP) subject to equality and bound constraints, which is solved by a numerical method based on a piecewise-linear equation (PLE). Simulation results substantiate the efficacy and accuracy of such a WJCMM scheme and the corresponding discrete-time PLE-based numerical QP solver for redundancy resolution.
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