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首页> 外文期刊>Neural processing letters >Observer-Based Adaptive NN Tracking Control for Nonstrict-Feedback Systems with Input Saturation
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Observer-Based Adaptive NN Tracking Control for Nonstrict-Feedback Systems with Input Saturation

机译:基于观察者的自适应NN跟踪控制,用于输入饱和度的非频道反馈系统

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摘要

Input saturation is one of the common phenomena in many practical systems, and it is main obstacles that limits the systems performance. In this paper, the adaptive neural network (NN) control problem has been discussed for a family of uncertain nonstrict-feedback systems with input saturation. The innovations are summarized as follows: (1) the auxiliary systems and the NN state observer are developed to eliminate the influence of input saturation and estimate unmeasurable states; (2) in order to against the drawback of "explosion of complexity" for the traditional backstepping control technique (BCT), the dynamic surface control technique is used to reduce the excessive computation burden; (3) the proposed NN control approach for nonstrict-feedback systems only utilize the property of radial basis function-neural networks (RBF-NNs), instead of the restrictive assumption. Furthermore, unknown smooth functions are approximated by RBF-NNs in nonlinear systems. By employing the BCT, an adaptive output-feedback controller has been constructed. Meanwhile, all signals in closed-loop system are semi-globally uniformly ultimate bounded. An explicit function with the saturation error and designed parameters is obtained, which indicates the tracking error can be tuned through the saturation error and designed parameters. Finally, the superiority of the proposed control technique is validated by two examples.
机译:输入饱和度是许多实用系统中的常见现象之一,它是极限系统性能的主要障碍。在本文中,已经讨论了自适应神经网络(NN)控制问题,用于输入饱和度的不确定非频道反馈系统。创新总结如下:(1)开发了辅助系统和NN状态观察者以消除输入饱和度和估计不受产状态的影响; (2)为了违背传统的反向控制技术(BCT)的“复杂性爆炸”的缺点,动态表面控制技术用于减少过多的计算负担; (3)非频率反馈系统的建议NN控制方法仅利用径向基函数 - 神经网络(RBF-NNS)的性质,而不是限制性假设。此外,在非线性系统中的RBF-NN近似未知的平滑函数。通过采用BCT,已经构建了自适应输出反馈控制器。同时,闭环系统中的所有信号都是半全球均匀的最终界限。获得了具有饱和误差和设计参数的显式功能,这表示可以通过饱和误差和设计参数调整跟踪误差。最后,通过两个示例验证了所提出的控制技术的优越性。

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