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An Observer-based Adaptive Iterative Learning Controller for MIMO Nonlinear Systems with Delayed Output

机译:具有延迟输出的MIMO非线性系统的基于观察者的自适应迭代学习控制器

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An observer based adaptive iterative learning control (AILC) is proposed for MIMO nonlinear systems with delayed output in this paper. Since the system state vector is unavailable for measurement, we apply the state tracking error observer to solve the problem of unmeasurable system state vector for the design of AILC. By using the state tracking error observer, a mixed time-domain and s-domain technique is first applied to derive an output observation error model. The output observation error model will become a decoupled MIMO linear systems whose input vector is the system uncertain vector and each diagonal element is a stable transfer function with relative degree one. Then, the output observation error model is further transformed by introducing an averaging filter matrix and some auxiliary signal vectors so that the AILC can be implemented without using differentiators. Based on the derived output observation error model, an MIMO filtered fuzzy neural network using delayed state estimation vector and state estimation vector as the input vector is applied to approximate the unknown system nonlinear function vector. Besides, a normalization signal is applied as a bounding function to design a robust learning component for compensation of the lumped uncertainties vector caused by function approximation error vector, state estimation error vector and delayed system output vector. Finally, a stabilization learning component is used to guarantee the boundedness of internal signals. Based on Lyapunov-like analysis, it is shown that all the adjustable parameters as well as internal signals remain bounded for all iterations. The norm of output tracking error vector will asymptotically converge to a tunable residual set whose size depends on some design parameters of averaging filter.
机译:基于观察者的自适应迭代学习控制(AILC)是针对本文延迟输出的MIMO非线性系统。由于系统状态向量不可用进行测量,因此我们应用状态跟踪误差观察器以解决AILC设计的未估量系统状态向量的问题。通过使用状态跟踪错误观察者,首先应用混合的时域和S域技术来导出输出观察误差模型。输出观察误差模型将成为一个解耦的MIMO线性系统,其输入向量是系统不确定向量,每个对角线元件是具有相对程度的稳定的传递函数。然后,通过引入平均滤波器矩阵和一些辅助信号矢量进一步改变输出观察误差模型,使得可以在不使用差分器的情况下实现AILC。基于派生输出观察误差模型,应用了使用延迟状态估计向量的MIMO过滤模糊神经网络作为输入向量的估计矢量近似未知系统非线性函数函数矢量。此外,归一化信号被应用为限定功能以设计用于补偿由函数近似误差矢量,状态估计误差矢量和延迟系统输出向量引起的集总不确定性向量的稳健学习组件。最后,使用稳定学习组件来保证内部信号的界限。基于Lyapunov样式的分析,显示所有可调参数以及内部信号都留在所有迭代的界限。输出跟踪误差向量的规范将渐近地收敛到可调谐的残余集,其大小取决于平均滤波器的某些设计参数。

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