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Adaptive fuzzy global coupled nonsingular fast terminal sliding mode control of n-rigid-link elastic-joint robot manipulators in presence of uncertainties

机译:在存在不确定性的情况下,适自适应模糊全球耦合的N-刚性弹性联合机器人机械手的非终端滑动模式控制

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摘要

This paper presented a high-speed and low power consumption adaptive fuzzy global coupled nonsingular fast terminal sliding mode control (NFTSMC) to the position tracking control of the n-rigid-link elastic-joint robot manipulators (RMs) in the presence of the uncertainties. To the applying the proposed scheme to the system that is in the category of the under-actuated mechanical systems, first, the dynamic equations are divided into two subsystems in such a way that they are coupled together using an intermediate variable. Then, a fuzzy approximator in fuzzy global coupled NFTSMC is proposed to eliminate the singularity, increase the tracking speed, and reduce the amplitude of the chattering phenomenon in the control input signal. Finally, to estimate the boundary of the system uncertainties, an adaptive fuzzy global coupled NFTSMC with only one adaptive law is proposed which able to overcome the uncertainties effect, eliminate the chatting phenomenon and reduce the amplitude of the control input to an actual limit. The computational complexity of the fuzzy parts is extremely low. The mathematical proof guarantees the global finite-time asymptotic stability of the closed-loop control system under fuzzy and adaptive fuzzy global coupled NFTSMC in the presence of the uncertainties. The effectiveness of the proposed scheme is demonstrated by the qualitative and quantitative studies for the simulation and practical implementation on the two-link and single-link elastic-joint RMs, respectively.
机译:本文提出了一种高速和低功耗自适应模糊全球耦合的非透射终端滑动模式控制(NFTSMC),在存在不确定性的情况下N-刚性连杆弹性接头机器人操纵器(RMS)的位置跟踪控制。为了将所提出的方案应用于允许的机械系统的类别,首先,动态方程被分成两个子系统,使得它们使用中间变量耦合在一起。然后,提出了一种模糊全局耦合NFTSMC中的模糊近似器以消除奇点,增加跟踪速度,并降低控制输入信号中的抖动现象的幅度。最后,为了估计系统不确定性的边界,提出了一种仅具有一个自适应定律的自适应模糊全局耦合NFTSMC,能够克服不确定性效应,消除聊天现象并将控制输入的幅度降低到实际限制。模糊部件的计算复杂性极低。数学证明在不确定性存在下,在模糊和自适应模糊全球耦合NFTSMC下保证了闭环控制系统的全球有限时间渐近稳定性。所提出的方案的有效性分别通过分别进行了模拟和实际实施的定性和定量研究来证明了两连杆和单链弹性关节RMS的定性和定量研究。

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