电力系统负荷频率控制中的模糊自整定分数阶PID控制器设计

S. Mohamed, S. H. Elbanna, A. Abdel-Ghany
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引用次数: 0

摘要

本文的目的是控制电力系统的频率振荡在互联电力系统之间。本研究中使用的第一个控制器是分数阶PID (FOPID)控制器,用于单区电力系统和三区电力互联系统的负载频率控制(LFC)。对于FOPID控制器,除了比例增益、积分增益和导数增益Kp、Ki、Kd之外,还有两个可调阶:作为积分和导数作用中s的幂,分别为$\lambda$和$\mu$。采用基于积分时间绝对误差(ITAE)目标函数的自适应全局和谐搜索(SGHS)技术获得了FOPID (OFOPID)控制器参数(增益和阶数)的最优值。本文的第二种控制器是模糊自整定最优FOPID (STOFOPID)控制器。采用SGHS技术获得STOFOPID控制器的最优归一化增益值。采用OFOPID和STOFOPID控制器对电力系统的LFC进行了研究,以改善电力系统的频率振荡阻尼。在线性和非线性电力系统中,与OFOPID控制器相比,STOFOPID控制器在不同工况、不同参数和不同负荷下有效地限制了频率偏差。结果采用MATLAB/Simulink软件进行。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Fuzzy Self-tuning Fractional Order PID Controller Design in Load Frequency Control of Power Systems
the aim of this paper is to control for the power system frequency oscillations between interconnected power systems. The first controller used in this study is a fractional order PID (FOPID) controller for load frequency control (LFC) of a single area power system and a three area electrical interconnected power system. For the FOPID controller, besides the proportional, integral and derivative gains Kp, Ki, Kd, there are two more adjustable orders: as the powers of s in integral and derivative actions, viz. $\lambda$ and $\mu$ respectively. The optimal values of the FOPID (OFOPID) controller parameters (gains and orders) obtained by using Self-adaptive Global Harmony Search (SGHS) technique with an Integral Time Absolute Error (ITAE) objective function. The second controller in this paper is a fuzzy self-tuning optimal FOPID (STOFOPID) controller. The SGHS technique] used to obtain the optimal normalizing gain values of STOFOPID controller. The LFC of the power system investigated with the OFOPID and STOFOPID controllers to improve the frequency oscillation damping in power system. The STOFOPID controller has limited the frequency deviations effectively as compared to OFOPID controllers under different operating conditions, various parameters and various loads in linear and nonlinear power systems. The results carried out using MATLAB/Simulink software.
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