在原点处有一极点,虚轴上有两对极点的所有扩展半强稳定控制器的参数化

Yosuke Kimura, Cuong Vu Manh, Hikaru Goto, N. T. Mai, K. Hashikura, Md Abdus Samad Kamal, I. Murakami, M. Takahashi, K. Yamada
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引用次数: 0

摘要

强镇定是利用稳定控制器使控制系统稳定的一种控制方法。该方法具有鲁棒性,可以构造一个高可靠的控制系统。控制器在原点处需要一个极点来跟随阶跃参考输入而不产生稳态误差。提出了一种半强稳定控制器,其极点位于原点,其余极点位于开放的左半平面。在某些情况下,控制器需要在虚轴上有极点;例如,控制系统遵循正弦信号和自修复控制系统与故障传感器使用共振。因此,Kimura提出了极点在虚轴上,其他极点在开放左半平面上的扩展半强稳定控制器。Niiyama将扩展的半强稳定控制器应用于基于共振的故障传感器自修复控制系统,提出了具有故障检测的控制系统。但是,此方法在输出和引用输入之间仍然存在错误。为了消除这种误差,控制器需要在原点处有一个极点,在虚轴上有两对极点。为了克服这个问题,我们提出了一种扩展的半强稳定控制器,该控制器在原点处有一个极点,在虚轴上有两对极点。此外,我们还澄清了所有扩展半强稳定对象的参数化问题,以及所有扩展半强稳定对象的参数化问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The parameterization of all extended semi-strongly stabilizing controllers with a pole at the origin and two pairs of poles on the imaginary axis
A strongly stabilization is the control method to make control systems stable using stable controllers. Using this method, it is possible to construct a highly reliable control system because it has robustness. The controller needs a pole at the origin to follow the step reference input without steady-state error. A semi-strongly stabilizing controller is proposed that has a pole at the origin and the others in the open left half plane. In some cases, the controller needs to have poles on the imaginary axis; for example, the control systems follow sinusoidal signals and the self-repairing control systems with faulty sensors using resonance. Therefore, Kimura proposed extended semi-strongly stabilizing controllers with poles on the imaginary axis and other poles in the open left-half plane. Niiyama propose control system with failure detection by adapting the extended semi-strongly stabilizing controller to the self-repairing control system with failure sensor using resonance. However, this method remains an error between the output and the reference input. To eliminate this error the controller needs a pole at the origin and two pairs of poles on the imaginary axis. In this paper, to overcome this problem, we propose an extended semi-strongly stabilizing controller with a pole at the origin and two pairs of poles on the imaginary axis. In addition, we clarify the parameterization of all extended semi-strongly stabilizable plants and of all extended semi-strongly stabilizing controllers for extended semi-strongly stabilizable plants.
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