Institute of Robotics, Henan University of Technology, Zhengzhou 450001, China.
State Key Laboratory of Robotics and System, Harbin Institute of Technology, Harbin 150001, China.
Sensors (Basel). 2023 May 27;23(11):5120. doi: 10.3390/s23115120.
This paper presents a real-time kinematically synchronous planning method for the collaborative manipulation of a multi-arms robot with physical coupling based on the self-organizing competitive neural network. This method defines the sub-bases for the configuration of multi-arms to obtain the Jacobian matrix of common degrees of freedom so that the sub-base motion converges along the direction for the total pose error of the end-effectors (EEs). Such a consideration ensures the uniformity of the EE motion before the error converges completely and contributes to the collaborative manipulation of multi-arms. An unsupervised competitive neural network model is raised to adaptively increase the convergence ratio of multi-arms via the online learning of the rules of the inner star. Then, combining with the defined sub-bases, the synchronous planning method is established to achieve the synchronous movement of multi-arms robot rapidly for collaborative manipulation. Theory analysis proves the stability of the multi-arms system via the Lyapunov theory. Various simulations and experiments demonstrate that the proposed kinematically synchronous planning method is feasible and applicable to different symmetric and asymmetric cooperative manipulation tasks for a multi-arms system.
本文提出了一种基于自组织竞争神经网络的多臂机器人物理耦合协同操作的实时运动同步规划方法。该方法定义了多臂构型的子基座,以获得公共自由度的雅可比矩阵,使子基座运动沿着末端执行器(EE)的总姿态误差方向收敛。这种考虑确保了在误差完全收敛之前 EE 运动的均匀性,有助于多臂的协同操作。提出了一种无监督竞争神经网络模型,通过内星规则的在线学习,自适应地提高多臂的收敛比。然后,结合定义的子基座,建立同步规划方法,实现多臂机器人的快速同步运动,用于协同操作。通过 Lyapunov 理论证明了多臂系统的稳定性。各种仿真和实验证明,所提出的运动同步规划方法是可行的,适用于多臂系统的不同对称和不对称协同操作任务。