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A Frequency-Domain Stability Method for Reset Systems

机译:复位系统的频域稳定性方法

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The potential of reset controllers to enhance the performance of control systems has been extensively demonstrated in the literature. However, similarly to other non-linear controllers, the stability analysis for these controllers is complex and relies on parametric models of the systems which may hinder the applicability of these controllers in industry. The well-known Hβ method tries to solve this significant issue. However, assessing the Hβ condition in the frequency-domain is complex, especially for high dimensional plants. In addition, it cannot be used to assess UBIBS stability of reset control systems in the case of reseting to non-zero values. These problems have been solved in this paper for the first order reset elements, and an easy-to-use frequency approach for assessing stability of reset control systems is proposed. The effectiveness of the proposed approach is demonstrated through a practical example.
机译:在文献中,复位控制器提高了控制系统性能的潜力已经广泛地证明了。然而,类似于其他非线性控制器,这些控制器的稳定性分析是复杂的并且依赖于可能阻碍这些控制器在工业中的适用性的系统的参数模型。众所周知的hβ 方法试图解决这一重要问题。但是,评估hβ 频率域中的条件复杂,特别是对于高维植物。此外,在重置对非零值的情况下,不能用于评估复位控制系统的UBIBS稳定性。在本文中已经解决了这些问题,用于第一订单复位元件,提出了一种用于评估复位控制系统稳定性的易于使用的频率方法。通过实际例子证明了所提出的方法的有效性。

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