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An Adaptive Predictive Control based on a Quasi-ARX Neural Network Model

机译:基于拟arx神经网络模型的自适应预测控制

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A quasi-ARX (quasi-linear ARX) neural network (QARXNN) model is able to demonstrate its ability for identification and prediction highly nonlinear system. The model is simplified by a linear correlation between the input vector and its nonlinear coefficients. The coefficients are used to parameterize the input vector performed by an embedded system called as state dependent parameter estimation (SDPE), which is executed by multi layer parceptron neural network (MLPNN). SDPE consists of the linear and nonlinear parts. The controller law is derived via SDPE of the linear and nonlinear parts through switching mechanism. The dynamic tracking controller error is derived then the stability analysis of the closed-loop controller is performed based Lyapunov theorem. Linear based adaptive robust control and nonlinear based adaptive robust control is performed with the switching of the linear and nonlinear parts parameters based Lyapunov theorem to guarantee bounded and convergence error.
机译:准arx(准线性ARX)神经网络(QARXNN)模型能够展示其识别和预测高度非线性系统的能力。 通过输入向量与非线性系数之间的线性相关性来简化该模型。 系数用于参数化由称为状态相关参数估计(SDPE)执行的嵌入式系统执行的输入向量,其由多层ParcePtron神经网络(MLPNN)执行。 SDPE由线性和非线性部件组成。 控制器定律通过切换机构通过线性和非线性部件的SDPE来源的。 导出动态跟踪控制器误差,然后基于Lyapunov定理执行闭环控制器的稳定性分析。 基于线性的自适应鲁棒控制和非线性的自适应鲁棒控制,随着基于Lyapunov定理的线性和非线性部分参数的切换来保证有界和收敛误差。

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