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An extremum-seeking control approach for observer design

机译:观察者设计的极值搜索控制方法

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Abstract: In this study, we propose to circumvent the difficulties associated with the computation of the observer gain for nonlinear systems by using an extremum-seeking control approach to generate optimal observer gains for a general class of nonlinear systems. This paper proposes a proportional-integral extremum-seeking control (PIESC) technique for the design of nonlinear observers. The PIESC technique is a generalization of the standard perturbation based techniques that provides fast transient performance of the closed-loop system to the optimum equilibrium of a measured objective function. In this application of PIESC, the gain of the nonlinear observer is computed in real-time to minimize the least-squares output prediction error. Two examples are used to demonstrate the effectiveness of this technique.
机译:摘要:在这项研究中,我们建议通过使用极值搜索控制方法来为一般类别的非线性系统生成最佳观测器增益,从而避免与非线性系统的观测器增益计算相关的困难。本文提出了一种用于非线性观测器设计的比例积分极值搜索控制(PIESC)技术。 PIESC技术是基于标准摄动的技术的概括,它提供闭环系统的快速瞬态性能,以达到所测目标函数的最佳平衡。在PIESC的此应用中,将实时计算非线性观测器的增益,以最小化最小二乘输出预测误差。使用两个示例来证明该技术的有效性。

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