建模不确定性的智能边界:在滑模控制中的应用

G. Buckner
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引用次数: 33

摘要

鲁棒控制技术,如滑模控制(SMC),需要一个对象的动态模型和建模不确定性的界限,以制定具有保证稳定性的控制律。尽管对动态系统建模和估计模型参数的技术已经很好地建立起来,但用于估计不确定性界限的程序却很少。在SMC设计中,通常选择一个保守的全局界来保证整个操作空间的闭环稳定性。这种保守的“硬计算”方法的主要缺点是过度的控制活动和性能降低,特别是在模型准确的操作空间区域。本文介绍了一种估计动态系统不确定性界的新方法。这种“软计算”方法使用一种独特的人工神经网络,即2-Sigma网络,自适应地约束建模的不确定性。将智能不确定性界估计与传统的多模控制相融合,得到了鲁棒性和自适应的控制算法。在磁悬浮系统上进行的模拟和实验演示证实了这些能力,并揭示了在没有过度控制活动的情况下出色的跟踪性能。
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Intelligent bounds on modeling uncertainty: applications to sliding mode control
Robust control techniques such as sliding mode control (SMC) require a dynamic model of the plant and bounds on modeling uncertainty to formulate control laws with guaranteed stability. Although techniques for modeling dynamic systems and estimating model parameters are well established, very few procedures exist for estimating uncertainty bounds. In the case of SMC design, a conservative global bound is usually chosen to ensure closed-loop stability over the entire operating space. The primary drawbacks of this conservative, "hard computing" approach are excessive control activity and reduced performance, particularly in regions of the operating space where the model is accurate. In this paper, a novel approach to estimating uncertainty bounds for dynamic systems is introduced. This "soft computing" approach uses a unique artificial neural network, the 2-Sigma network, to bound modeling uncertainty adaptively. This fusion of intelligent uncertainty bound estimation with traditional SMC results in a control algorithm that is both robust and adaptive. Simulations and experimental demonstrations conducted on a magnetic levitation system confirm these capabilities and reveal excellent tracking performance without excessive control activity.
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