Fractional stabilizing controller for a magnetic levitation system

G. Dhanya, Elizabeth Varghese
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引用次数: 4

Abstract

Due to high instability and non-linearity the control of magnetic levitation systems has received considerable interest, furthermore they can eliminate friction. They have wide application in in high precision positioning platforms, high speed trains, Magnetic bearings, vibration isolation systems and wind tunnel levitation systems. Fractional order (FO) controllers are among the nascent solutions for increasing closed-loop performance, robustness and stability assurance. Hence they can be used in Magnetic levitation systems. For the comparison purpose a simple integer order PID controller is designed. The tuning of the controller (FO PID and PID) parameters are done using Particle swarm optimization and Genetic algorithm. The integer order system model is identified to Fractional order using FOMCON toolbox by using an initial guess Fractional Mag-Lev model. Among the frequency domain identification methods Hartley, Levy& Vinagre method is used in this brief.
磁悬浮系统的分式稳定控制器
由于高不稳定性和非线性,磁悬浮系统的控制受到了广泛的关注,而且它可以消除摩擦。在高精度定位平台、高速列车、磁悬浮轴承、隔振系统、风洞悬浮系统等方面有着广泛的应用。分数阶(FO)控制器是提高闭环性能、鲁棒性和稳定性保证的新兴解决方案之一。因此,它们可以用于磁悬浮系统。为了进行比较,设计了一个简单的整数阶PID控制器。采用粒子群算法和遗传算法对控制器参数(FO PID和PID)进行整定。利用FOMCON工具箱,利用初始猜想分数阶magl - lev模型,将整阶系统模型识别为分数阶。在频域识别方法中,本文主要采用Hartley法、Levy& Vinagre法。
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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