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Design of Cascade Adaptive Fuzzy Sliding-Mode Control for Nonlinear Two-Axis Inverted-Pendulum Servomechanism

机译:非线性两轴倒摆伺服机构的级联自适应模糊滑模控制设计

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摘要

Because the dynamic characteristic of a two-axis inverted-pendulum servomechanism is a nonlinear underactuated system, it is difficult to design a suitable control scheme that realizes real-time stabilization and accurate tracking control simultaneously. In general, the techniques developed for fully actuated systems cannot be used directly in underactuated systems. In this study, a cascade adaptive fuzzy sliding-mode control (AFSMC) scheme including inner and outer control loops is investigated for the stabilizing and tracking control of a nonlinear two-axis inverted-pendulum servomechanism. The aim of the inner control loop is to design an AFSMC law with fuzzy estimators so that the stick-angle vector can fit the stick-angle command vector derived from the stick-angle reference model. In the outer loop, the reference signal vector is designed via a fuzzy path-planning scheme so that the cart position vector tracks the cart-position command vector and the stick-angle tracking-error vector converges to zero simultaneously. All adaptive algorithms in the cascade AFSMC system are derived in the sense of Lyapunov stability analysis, so that system stability can be guaranteed in the entire closed-loop system. The effectiveness of the proposed control strategy is verified by numerical simulations and experimental results, and the superiority of the cascade AFSMC system is indicated in comparison with a cascade sliding-mode control system.
机译:由于两轴倒立摆伺服机构的动态特性是非线性欠驱动系统,因此很难设计一种合适的控制方案来同时实现实时稳定和精确的跟踪控制。通常,为全驱动系统开发的技术不能直接在欠驱动系统中使用。在这项研究中,研究了级联自适应模糊滑模控制(AFSMC)方案,该方案包括内部和外部控制回路,用于非线性两轴倒立摆伺服机构的稳定和跟踪控制。内部控制回路的目的是设计一个带有模糊估计量的AFSMC律,以使操纵杆角度矢量可以适合从操纵杆角度参考模型得出的操纵杆角度命令矢量。在外环中,参考信号矢量是通过模糊路径规划方案设计的,以便手推车位置矢量跟踪手推车位置命令矢量,并且杆角跟踪误差矢量同时收敛到零。从Lyapunov稳定性分析的意义上推导了级联AFSMC系统中的所有自适应算法,从而可以确保整个闭环系统的系统稳定性。数值仿真和实验结果验证了所提出控制策略的有效性,并与级联滑模控制系统相比,表明了级联AFSMC系统的优越性。

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