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Manipulability-maximizing self-motion planning and control of redundant manipulators with experimental validation

机译:可操作性最大化,通过实验验证可对冗余机械手进行自运动规划和控制

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摘要

For achieving optimal maneuverability, a performance index in the form of quadratic function is proposed and analyzed for the self-motion with manipulability maximization (SM3) of redundant manipulators. The corresponding SM3 scheme can automatically select the desirable configuration so that the manipulator is most flexible and best maneuverable. As joint-physical limits generally exist in an actual redundant manipulator, both joint-angle limits and joint-velocity limits are taken into consideration in the proposed SM3 scheme. For practical and protective purposes, a zero-initial-velocity constraint is also incorporated into the SM3 scheme to eliminate the large-initial-velocity weakness. The SM3 scheme can further be converted and unified into a quadratic program (QP). In addition, two very important bridge theorems are provided to guarantee that the QP can be solved by a numerical algorithm efficiently. By comparing with the scheme of the self-motion with middle-value approached (SM2VA), computer-simulation results based on five-link and seven-link robot manipulators demonstrate the effectiveness of the SM3 scheme. Furthermore, the experiment is conducted on an actual six degrees-of-freedom (six-DOF) push-rod-joint (PRJ) manipulator, which substantiates the effectiveness and physical realization of the proposed SM3 scheme.
机译:为了实现最佳可操纵性,提出了二次函数形式的性能指标,并针对冗余机械手的可操纵性最大化(SM 3 )进行了自运动分析。相应的SM 3 方案可以自动选择所需的配置,以使操纵器最灵活,操纵性最佳。由于实际的冗余机械手中通常存在关节物理极限,因此在提出的SM 3 方案中同时考虑了关节角度极限和关节速度极限。出于实用和保护目的,SM 3 方案中还引入了零初始速度约束,以消除大初始速度的弱点。 SM 3 方案可以进一步转换并统一为二次程序(QP)。另外,提供了两个非常重要的桥梁定理,以确保可以通过数值算法有效地解决QP。通过与采用中值逼近自运动(SM 2 VA)的方案进行比较,基于五连杆和七连杆机器人操纵器的计算机仿真结果证明了SM 2 VA sup> 3 方案。此外,该实验是在实际的六自由度(六自由度)推杆接头(PRJ)机械手上进行的,证实了所提出的SM 3 方案的有效性和物理实现。

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