Experimental Results on Nonlinear Position Control of Linear Slider Using Operator-Based Double-Coprime Factorization

Tomoya Hoshina, M. Deng
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Abstract

Disturbance suppression is one of the most important problems in the field of control. Disturbances are external factors that affect the state of the system, such as friction and gravity in dynamical systems. They have unexpected effects on the system response, and in the worst case, they cause the system to become unstable. Disturbance observers exist as controllers to suppress such disturbances. However, disturbance observers treat all disturbances that affect the system as input disturbances, which is not strictly true for nonlinear systems. Therefore, we propose a controller that directly considers disturbances to the internal state of the system and suppresses them more rigorously by using left-coprime factorization based on operator theory. Furthermore, we propose a control system that simultaneously performs target value tracking and disturbance suppression with a single controller by combining this theory with an existing control system using right-coprime factorization and double-coprime factorization. Simulation and actual experiments on a linear motor have confirmed that the designed control system has the two performance features of target value tracking by the existing right-coprime factorization and disturbance suppression by the proposed left-coprime factorization.
基于算子的双素数分解线性滑块非线性位置控制实验结果
干扰抑制是控制领域的重要问题之一。干扰是影响系统状态的外部因素,如动力系统中的摩擦和重力。它们会对系统响应产生意想不到的影响,在最坏的情况下,它们会导致系统变得不稳定。干扰观测器作为抑制这种干扰的控制器存在。然而,扰动观测器将所有影响系统的扰动视为输入扰动,这对非线性系统来说并不严格正确。因此,我们提出了一种直接考虑系统内部状态干扰的控制器,并利用基于算子理论的左素数分解对其进行更严格的抑制。在此基础上,结合已有的右素数分解和双素数分解控制系统,提出了一种单控制器同时实现目标值跟踪和干扰抑制的控制系统。通过对直线电机的仿真和实际实验,验证了所设计的控制系统具有利用现有的右素数分解法跟踪目标值和利用所提出的左素数分解法抑制干扰的性能特点。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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