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Stability guaranteed auto-tuning algorithm of a time-delay controller using a modified Nussbaum function

机译:使用改进的Nussbaum函数的时滞控制器的稳定性保证自动调整算法

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摘要

Time-delay control (TDC) has been widely used to control various systems thanks to its simplicity and robustness. The control distribution matrix of TDC is assumed to be constant and tuned heuristically. However, the constant TDC control gain could degrade the system control performance and even cause the closed-loop system to become unstable when the system parameters are substantially changing, resulting in the violation of the stability criterion of TDC. We propose an algorithm for automatic tuning of the TDC gain in order to guarantee stability by using a modified Nussbaum function. Thus, the closed-loop system controlled by TDC with the modified Nussbaum function is proven to be semi-globally uniformly ultimately bounded. The auto-tuned gain satisfies the stability criterion of TDC and the proposed method can widen the range of implementable dynamic systems. Simulations are conducted to verify the simplicity, robustness, and guaranteed stability by auto-tuning of the proposed method.
机译:时延控制(TDC)由于其简单性和鲁棒性而被广泛用于控制各种系统。假定TDC的控制分布矩阵是恒定的,并进行启发式调整。但是,恒定的TDC控制增益可能会降低系统控制性能,甚至在系统参数发生实质性变化时甚至导致闭环系统变得不稳定,从而导致违反TDC稳定性标准。我们提出了一种自动调整TDC增益的算法,以通过使用修改后的Nussbaum函数来保证稳定性。因此,由TDC控制的具有修改后的Nussbaum函数的闭环系统被证明是半全局一致的最终有界的。自动调谐增益满足TDC的稳定性标准,所提出的方法可以扩大可实现的动态系统的范围。通过对所提出的方法进行自动调整,进行仿真以验证其简单性,鲁棒性和保证的稳定性。

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