Nueral network internal model control for MIMO nonlinear processes

H. Deng, Zhen Xu, Han-Xiong Li
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Abstract

An internal model based neural network control is proposed for unknown multi-input multi-output (MIMO) nonlinear processes in non-affine discrete-time state space form under model mismatch and disturbances. Based on the neural state space model built for an unknown nonlinear MIMO state space process, an approximate internal model and approximate decoupling controllers are derived simultaneously. Thus, the learning of the inverse process dynamics is not required. The neural network model based extended Kalman observer is used to estimate the states of a nonlinear process as not all states are accessible. The application to a distributed thermal process shows the effectiveness of the proposed approach on suppressing nonlinear coupling and external disturbance and its feasibility to the control of non-affine nonlinear MIMO processes.
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多输入多输出非线性过程的神经网络内模控制
针对模型失配和干扰下的非仿射离散状态空间形式的未知多输入多输出(MIMO)非线性过程,提出了一种基于内模型的神经网络控制方法。在对未知非线性多输入多输出状态空间过程建立神经网络状态空间模型的基础上,同时导出近似内模型和近似解耦控制器。因此,不需要学习逆过程动力学。针对并非所有状态都可达的非线性过程,采用基于神经网络模型的扩展卡尔曼观测器来估计其状态。在分布式热过程中的应用表明了该方法对抑制非线性耦合和外部干扰的有效性,以及对非仿射非线性MIMO过程控制的可行性。
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