基于状态空间方法的扰动抑制模型预测控制

M. Deng, A. Inoue, A. Yanou, T. Henmi, Shin-ichi Yoshinaga
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引用次数: 0

摘要

提出了一种利用状态反馈扩展控制器和状态估计观测器抑制扰动影响的方法。模型预测控制(MPC)在工业中有着广泛的应用,安全性是最重要的问题。安全控制的一种措施是容错控制,即使发生故障也能安全控制电站。在许多情况下,故障的影响表现为未知干扰的影响,抑制未知干扰的影响是容错控制的有效方法。因此,本文在模型预测控制中考虑了一种抑制扰动影响的控制方法。在输出测量中也经常发生故障,反馈回路被切断,导致输出不稳定,设备处于危险之中。如果将控制器的极点设计为稳定的,则避免了输出的不稳定,并给出了一种容错GPC控制器极点稳定的指定方法。因此,本文给出了一种控制方案(1)来抑制干扰的影响,(2)来防止反馈被切断时输出不稳定。为了保证这些控制,本文提出了两种控制方案,(1)导出扰动影响的数学表达式,(2)设计控制器的稳定极点。为了设计控制器极点,本文采用了一种基于状态空间素数分解的扩展广义控制器。扩展控制器在闭环中增加了额外的极点。因此,为了设计容错控制,(3)作为第三种控制方案,本文还导出了闭环系统的取消极点和控制器极点的数学表达式。一旦得到这些表达式,就可以通过在控制器中选择设计参数来方便地设计这些极点。
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Disturbance Suppressing Model Predictive Control Using State Space Approach
This paper proposes a method to suppress the effects of disturbance using an extended controller of state feedback and state estimating observer. Model predictive control(MPC) is widely applied in industry and safety is the most important issue. One measure for safety control is a fault tolerant control which controls plants safely even when a fault occurs. In many cases, effects of fault are represented by effects of unknown disturbances and to suppress such effects of unknown disturbances is an effective method of fault tolerant control. Hence, this paper considers a control to suppress the effects of disturbance for model predictive control. Also frequently fault occurs at measurement of outputs and feedback loop is cut and this causes the output being unstable and plant being dangerous. If the poles of controller are designed to be stable, then the unstable output is avoided and a method to specify poles of the controller being stable is also obtained for the fault tolerant GPC. Hence this paper gives a control scheme (1) to suppress the effects of disturbances and (2) to prevent output being unstable when feedback is cut. To ensure these controls, this paper proposes two control schemes, (1) to derive a mathematical expression of the effect of disturbance, (2) to design stable poles of the controller. To design the controller poles, this paper uses an extended generalized controller by state space coprime factorization approach. The extended controller brings additional poles in the closed-loop. Hence, to design fault tolerant control, (3) as the third control schemes, this paper also derives mathematical expressions of the cancelled poles of the closed-loop systems and the poles of the controller. Once, these expressions are obtained, then these poles are easily designed by selecting design parameters in the controller.
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