双积分器系统简化内模控制的扩展

Hanbit Lee, Gyujin Na, Y. Eun
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引用次数: 1

摘要

扰动补偿是控制系统设计中的主要问题之一。由于外部干扰或模型不确定性可视为干扰,所有控制系统都会受到干扰。在网络化控制系统中,当控制器通过通信网络与工厂远程连接时,不仅会产生干扰,而且不可避免地会产生时间延迟。因此,同时对扰动和时延进行补偿是很重要的。先前的工作包括史密斯预测器、内模控制和干扰观测器的各种组合,以同时补偿时间延迟和干扰。特别地,简化的内模控制同时补偿了时间延迟和干扰。但是简化的内模控制不适用于在原点有两个极点的对象。我们提出了一种改进的简化内模控制,增加了扰动观测器,同时补偿了在原点有两个极点的对象的时滞和扰动。给出了仿真结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Extension of simplified internal model control for systems with double integrators
Disturbance compensation is one of the major problems in control system design. Due to external disturbance or model uncertainty that can be treated as disturbance, all control systems are subject to disturbances. When it comes to networked control systems, not only disturbances but also time delay is inevitable where controllers are remotely connected to plants through communication network. Hence, simultaneous compensation for disturbance and time delay is important. Prior work includes a various combinations of smith predictor, internal model control, and disturbance observer tailored to simultaneous compensation of both time delay and disturbance. In particular, simplified internal model control simultaneously compensates for time delay and disturbances. But simplified internal model control is not applicable to the plants that have two poles at the origin. We propose a modified simplified internal model control augmented with disturbance observer which simultaneously compensates time delay and disturbances for the plants with two poles at the origin. Simulation results are provided.
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