Accelerated Gradient-Based Neuroadaptive Synchronization Control for Antagonistic PAM Robot Hands With Obstacle Avoidance and Motion Constraints

IF 3.4 Q2 ENGINEERING, BIOMEDICAL
Tong Yang;Yuexuan Xu;Yongchun Fang;David Navarro-Alarcon;Song Men;Ning Sun
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Abstract

Multiple pneumatic artificial muscles (PAMs) connected through antagonistic joints are more in line with the motion characteristics of human muscles, which better imitate/replace humans to complete a series of actual tasks, such as transportation and assembly. However, there is still a lack of comprehensive solutions to handle hysteresis, creep, input delay, and other inherent characteristics of PAMs, as well as synchronous control and obstacle avoidance that are important to multiple muscles working together. To this end, this paper proposes a new neuroadaptive synchronization controller for 3-D antagonistic PAM-actuated robot hands, which also elaborately designs auxiliary terms to realize obstacle avoidance in Cartesian space and motion constraints in joint space together. Here, dynamic obstacles are regarded as external independent objects, whose nonlinear dynamics are introduced into the proposed controller to restrict end-effectors. Meanwhile, the constraint terms of joint angles and angle velocities are designed as time-varying proportional-differential gains, instead of common barrier functions that may induce overlarge inputs. Particularly, this paper proposes an accelerated gradient-based learning term to relax the linear parameterization condition of uncertain/unmodeled dynamics and obtain accurate weight estimates, based on which, it is proven that both tracking errors and synchronous errors rapidly converge to zero. In addition to complete theoretical analysis, some hardware experiments also verify the effectiveness and adaptability of the proposed controller.
具有避障和运动约束的对抗性PAM机械手加速梯度神经自适应同步控制
多个气动人工肌肉(PAMs)通过对抗性关节连接起来,更符合人体肌肉的运动特性,能更好地模仿/代替人类完成运输、装配等一系列实际任务。然而,对于pam的迟滞、蠕变、输入延迟等固有特性,以及多块肌肉协同工作的同步控制和避障问题,目前还缺乏全面的解决方案。为此,本文提出了一种新的三维拮抗pam驱动机械手神经自适应同步控制器,并精心设计辅助项,共同实现笛卡尔空间的避障和关节空间的运动约束。该方法将动态障碍物视为外部独立对象,并将其非线性动力学引入到控制器中对末端执行器进行约束。同时,关节角和角速度的约束项被设计为时变的比例微分增益,而不是常见的可能导致过大输入的障碍函数。特别地,本文提出了一种基于加速梯度的学习项,放宽了不确定/未建模动力学的线性参数化条件,获得了准确的权值估计,并在此基础上证明了跟踪误差和同步误差都能快速收敛到零。除了完整的理论分析外,一些硬件实验也验证了所提控制器的有效性和适应性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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CiteScore
6.80
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