کنترل کننده FOPID با فیلتر کسری برای تنظیم کننده ولتاژ خودکار
خلاصه
کلید واژه ها
1. مقدمه
2. مدل سیستم AVR
3. کنترل کننده PID نظم کسری
4. الگوریتم سینوس-کسینوس
5. طراحی کنترلرهای پیشنهادی توسط SCA
6. نتایج و بحث های شبیه سازی
7. نتیجه گیری
اعلامیه منافع رقابتی
منابع
Abstract
Keywords
1. Introduction
2. AVR system model
3. Fractional order PID controller
4. Sine–cosine algorithm
5. Design of the proposed controllers by SCA
6. Simulation results and discussions
7. Conclusion
Declaration of Competing Interest
References
Abstract
This article presents a novel fractional order proportional–integral–derivative (FOPID) controller with fractional filter for an automatic voltage regulator (AVR) system. The proposed controller has seven independent parameters to be set. These parameters are optimally tuned by using sine–cosine algorithm (SCA) capable of balancing exploration and exploitation phases to find the optimal solution. The optimally tuned controller named as SCA-FOPIDFF is employed to enhance the performance of the AVR system. In order to show the effectiveness of the proposed controller, a FOPID controller with integer filter called as SCA-FOPIDF, a traditional FOPID controller without filter called as SCA-FOPID, a PID controller with fractional filter called as SCA-PIDFF, and a PID controller with integer filter called as SCA-PIDF are also designed for the AVR system using the SCA with the same objective function. In addition, the superiority of the proposed controller is also validated by the comparison with published studies proposing optimally tuned PID and FOPID controllers for the AVR system. Frequency response characteristics of the proposed controller obtained from bode analysis are presented. Finally, the robustness of the designed controllers are examined separately against both parameter uncertainties in the AVR system and external disturbances injected into the AVR system. Considering the overall results presented, it is clear that the fractional filter in the proposed SCA-FOPIDFF controller has significantly improve the AVR system performance and that the proposed controller can be successfully applied to the AVR system.
1. Introduction
Real power losses in power generating units is a general issue needing to be solved. Researchers study on automatic voltage regulator (AVR) systems to minimize these power losses. The main aim of these AVR systems is to keep generator voltage at the desired level with high accuracy. Ensuring this accuracy increases the durability of equipment designed with the rated voltage in a power system network. In addition, the stability and robustness of the AVR system remarkably affect the safety of the power system [1]. Therefore, increasing the efficiency of the AVR system by developing new control techniques is still a current and important issue. In particular, improvement of the transient response of the AVR system within the stability limits is heavily studied.