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Minimum jerk norm scheme applied to obstacle avoidance of redundant robot arm with jerk bounded and feedback control

机译:最小加速器规范方案在具有加速器有界和反馈控制的冗余机器人手臂避障中的应用

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摘要

In this study, a minimum jerk norm (MJN) scheme with an obstacle avoidance constraint is proposed and applied to a redundant robot arm, of which the joint jerks keep bounded for a human-friendly robot control. To achieve superior tracking performances of the redundant robot arm, the proposed jerk bounded MJN scheme is improved by the feedback control. More importantly, the effectiveness on obstacle avoidance of the proposed scheme is guaranteed by the variable-magnitude escape jerk theorem. Besides, for the purpose of implementation on the practical robot system, the corresponding discrete formulas with their theoretical analyses are presented. Then the proposed scheme is reformulated as a dynamical quadratic program which is solved by a piecewise-linear projection equation neural network. Furthermore, the path-tracking simulation and comparison substantiate the effectiveness and accuracy of such a scheme with the smooth and human-friendly joint variables applied to the obstacle avoidance of a six degrees of freedom jerk bounded robot arm. At last, the experimental application conducted on a practical redundant robot arm system further shows the physical realisability and the safety of the proposed scheme.
机译:在这项研究中,提出了一种具有避障约束的最小加速器规范(MJN)方案,并将其应用于冗余的机器人手臂,其中的关节关节受到限制以实现对人类友好的机器人控制。为了获得冗余机器人手臂的出色跟踪性能,通过反馈控制对提出的急动有界MJN方案进行了改进。更重要的是,可变幅度逃逸跳动定理保证了所提方案在避障方面的有效性。此外,为了在实际的机器人系统上实现,给出了相应的离散公式及其理论分析。然后将提出的方案重新构造为一个动态二次程序,并通过分段线性投影方程神经网络对其进行求解。此外,路径跟踪仿真和比较通过将平滑且人性化的关节变量应用于避免六自由度受加速度限制的机器人手臂的障碍,证实了该方案的有效性和准确性。最后,在实际的冗余机器人手臂系统上进行的实验应用进一步表明了该方案的物理可实现性和安全性。

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