Adaptive chaos control of a humanoid robot arm: a fault-tolerant scheme

IF 1 4区 工程技术 Q4 ENGINEERING, MECHANICAL
S. G. Khan
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引用次数: 0

Abstract

Abstract. Safety in human–robot physical interaction and cooperation is of paramount interest. In this work, a human–humanoid interaction and cooperation scenario is considered. The robot arm is controlled by a proportional derivative (PD) controller in combination with an inherently fault-tolerant sliding-mode controller. During normal operation, if any of the joints of the robot arm develops a fault, the robot arm end effector may go into chaotic and dangerous motion. If such a scenario occurs, it poses a serious danger to the human in the loop as well as the robot. In this paper, an adaptive chaos sliding-mode controller is proposed to recover the tracking of the end effector when a fault occurs in any of the actuators. This tracking restoration is very important to complete a safety-critical task. The proposed scheme may help in addressing some safety issues arising from a joint failure, allowing it to finish the task at hand and stop it from going into a dangerous situation. The scheme is tested in simulation on the four degrees of freedom (DOF) model of the Bristol Robotics Laboratory (BRL) robot arm. Simulation results show efficient tracking recovery after a joint actuator failure. The controller demonstrated good performance in terms of tracking and stability when dealing with different joint actuator failures.
仿人机器人手臂的自适应混沌控制:一种容错方案
摘要人机物理交互和合作中的安全是人们最感兴趣的问题。在这项工作中,考虑了一个人-类人交互和合作的场景。采用比例导数(PD)控制器和固有容错滑模控制器对机械臂进行控制。在正常工作过程中,如果机械臂的任何一个关节出现故障,机械臂末端执行器可能会进入混乱和危险的运动状态。如果这种情况发生,它会对回路中的人和机器人构成严重的危险。本文提出了一种自适应混沌滑模控制器,用于在任一执行器发生故障时恢复末端执行器的跟踪。这种跟踪恢复对于完成安全关键任务非常重要。拟议的方案可能有助于解决由联合故障引起的一些安全问题,使其能够完成手头的任务,并阻止其陷入危险境地。该方案在布里斯托机器人实验室(BRL)机械臂的四自由度模型上进行了仿真测试。仿真结果表明,在关节执行器失效后,跟踪恢复是有效的。该控制器在处理不同的关节执行器故障时表现出良好的跟踪性能和稳定性。
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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来源期刊
Mechanical Sciences
Mechanical Sciences ENGINEERING, MECHANICAL-
CiteScore
2.20
自引率
7.10%
发文量
74
审稿时长
29 weeks
期刊介绍: The journal Mechanical Sciences (MS) is an international forum for the dissemination of original contributions in the field of theoretical and applied mechanics. Its main ambition is to provide a platform for young researchers to build up a portfolio of high-quality peer-reviewed journal articles. To this end we employ an open-access publication model with moderate page charges, aiming for fast publication and great citation opportunities. A large board of reputable editors makes this possible. The journal will also publish special issues dealing with the current state of the art and future research directions in mechanical sciences. While in-depth research articles are preferred, review articles and short communications will also be considered. We intend and believe to provide a means of publication which complements established journals in the field.
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