磁悬浮系统非参数PID整定的双继电器控制器测试方法

S. Mahil, I. Boiko
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引用次数: 1

摘要

提出了一种磁悬浮系统的非参数PID整定方法。所提出的调谐方法是非迭代的,并且基于涉及双继电器控制器(改进的扭曲算法)的测试,该测试在高于过程的相位交叉频率的频率下提供识别。调优过程有两个连续的阶段。首先,利用双继电器控制器试验在MLS闭环中产生自激振荡,并测量所产生振荡的极限频率和极限幅值。其次,利用测试结果和一定的非参数整定规则,确定PID控制器的参数;所产生和使用的调谐规则保证了相应线性化系统的指定增益裕度和特定设定点附近的运动。为了确保MLS的最佳性能,在其他设定点重复测试和调谐,并通过增益调度合并结果。通过Matlab/Simulink仿真说明了MLS控制器的整定过程,并利用MLS实验装置对该方法进行了验证。验证了所提方法的有效性。
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Two-Relay Controller Test Approach to Non-parametric PID Tuning of a Magnetic Levitation System
A non-parametric PID tuning approach for a Magnetic Levitation System (MLS) is proposed in this paper. The proposed tuning method is non-iterative and is based on a test involving the two-relay controller (modified twisting algorithm), that provides identification at frequencies higher than the phase cross over frequency of the process. The tuning procedure has two consecutive stages. First, generating self-excited oscillations in the closed loop of the MLS using the two-relay controller test, and measuring the ultimate frequency and ultimate amplitude of the generated oscillations. Second, using the results obtained from the test and certain non-parametric tuning rules, the parameters of the PID controller are determined. The tuning rules that are produced and used guarantee the specified gain margin for the corresponding linearized system and the motion in the vicinity of the specific set point. To ensure optimal performance of the MLS, the test and tuning are repeated at other set points, and the results are incorporated through gain scheduling. We illustrate the tuning procedure of the MLS controller through simulations using Matlab/Simulink and validate the approach using the MLS experimental setup. The effectiveness of the proposed approach is demonstrated.
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