首页> 外文期刊>Proceedings of the Institution of Mechanical Engineers, Part C. Journal of mechanical engineering science >Robust fault-tolerant control for uncertain robot manipulators based on adaptive quasi-continuous high-order sliding mode and neural network
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Robust fault-tolerant control for uncertain robot manipulators based on adaptive quasi-continuous high-order sliding mode and neural network

机译:基于自适应准连续高阶滑模和神经网络的不确定机械手鲁棒容错控制

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摘要

This paper investigates a robust fault-tolerant control scheme for uncertain robot manipulators. The proposed scheme is designed via active fault-tolerant control method by combining a fault estimation scheme with a novel robust adaptive quasi-continuous second-order sliding mode (AQC2S) controller, so as to accommodate not only system failures but also uncertainties. First, a neural network based fault estimation is designed to online approximate the unknown uncertainties and faults. The estimated uncertainty and fault information are then used to compensate in advance for the effects of uncertainties in fault-free operation and both uncertainties and faults in fault operation. To eliminate the neural network compensation error, QC2S with adaptation gain, named as adaptive QC2S (AQC2S), is proposed. By integrating the advantages of the neural network observer and the AQC2S controller, the integrated scheme has a good capability to accommodate both the uncertainties and faults with chattering-free, higher position tracking accuracy, and no requirement of prior knowledge of the fault information. The stability and convergence of the proposed fault-tolerant control system is proved theoretically. Simulation results for a PUMA560 robot demonstrate the effectiveness of the proposed algorithm.
机译:本文研究了不确定机器人机械手的鲁棒容错控制方案。通过将故障估计方案与新型鲁棒自适应准连续二阶滑模(AQC2S)控制器相结合,通过主动容错控制方法设计了该方案,从而不仅可以解决系统故障,而且可以解决不确定性问题。首先,基于神经网络的故障估计被设计为在线近似未知的不确定性和故障。然后,将估计的不确定性和故障信息用于预先补偿无故障运行中的不确定性以及故障运行中的不确定性和故障的影响。为了消除神经网络补偿误差,提出了具有自适应增益的QC2S,称为自适应QC2S(AQC2S)。通过集成神经网络观察器和AQC2S控制器的优势,该集成方案具有良好的能力,可以无抖动地容纳不确定性和故障,具有更高的位置跟踪精度,并且不需要事先了解故障信息。理论上证明了所提出的容错控制系统的稳定性和收敛性。 PUMA560机器人的仿真结果证明了该算法的有效性。

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