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Compatible Convex–Nonconvex Constrained QP-Based Dual Neural Networks for Motion Planning of Redundant Robot Manipulators

机译:兼容凸起的非耦合基于QP的QP的双神经网络,用于冗余机器人操纵器的运动规划

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摘要

Redundant robot manipulators possess huge potential of applications because of their superior flexibility and outstanding accuracy, but their real-time control is a challenging problem. In this brief, a novel compatible convex-nonconvex constrained quadratic programming (CCNC-QP)-based dual neural network (DNN) scheme is proposed for motion planning of redundant robot manipulators. The proposed CCNC-QP-DNN scheme not only has the advantages of DNN, e.g., parallel processing and real-time control, but also possesses the advantages of CCNC-QP, such as the zeroing initial error, considering convex or nonconvex constraints. Being different from most neural networks, the proposed approach is training-free and is able to track reference signals with superior accuracy and speedability. The detailed derivation process and theoretical analysis are presented. Computer simulations with five end-effector tasks verify the effectiveness and accuracy of the proposed control method in both the convex constraints condition and nonconvex constraints condition whether an initial error exists or not.
机译:冗余机器人操纵器具有巨大的应用潜力,因为它们具有优越的灵活性和出色的准确性,但其实时控制是一个具有挑战性的问题。在此简述中,提出了一种新颖的兼容凸起 - 非凸起约束二次编程(CCNC-QP)的双神经网络(DNN)方案,用于冗余机器人操纵器的运动规划。所提出的CCNC-QP-DNN方案不仅具有DNN,例如并行处理和实时控制的优点,而且还具有CCNC-QP的优点,例如考虑凸面或非凸起约束的归零初始错误。与大多数神经网络不同,所提出的方法是无训练的,并且能够跟踪具有卓越精度和可拆动性的参考信号。提出了详细的推导过程和理论分析。具有五个末端执行器任务的计算机仿真验证了凸起约束条件和非耦合约束中所提出的控制方法的有效性和准确性,条件是否存在初始错误。

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