Enhanced Hiking Optimization Algorithm for Robust PID Control in Doubly-Fed Induction Generator Systems for Wind Energy Applications

IF 2.3 4区 计算机科学 Q2 AUTOMATION & CONTROL SYSTEMS
Davut Izci, Fatma Artun, Serdar Ekinci, Mohit Bajaj, Vojtech Blazek, Ievgen Zaitsev
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引用次数: 0

Abstract

This paper addresses the critical control challenges inherent in doubly fed induction generator (DFIG) systems, which are pivotal components of modern wind energy conversion systems (WECS). These systems often face performance degradation due to their nonlinear dynamics, sensitivity to grid disturbances, and difficulty in achieving robust control under fluctuating operational conditions. To tackle these issues, this study proposes an innovative approach for optimizing proportional-integral-derivative (PID) controller parameters using the hiking optimization algorithm (HOA). Inspired by Tobler's walking function, HOA is integrated with an enhanced version of the Zwe-Lee Gaing (ZLG) objective function that incorporates penalty terms for overshoot, settling time, control effort, and abrupt signal variations. This enables a robust balance between transient and steady-state performance in dynamic environments. Extensive simulations validate the effectiveness of the HOA-optimized PID controller against five state-of-the-art met heuristic algorithms: starfish optimization algorithm, grey wolf optimizer (GWO), dragonfly algorithm (DA), flow direction algorithm (FDA), and sine-cosine algorithm (SCA). The results demonstrate that HOA achieves superior performance across all key metrics, including zero overshoot, rapid settling time (0.08922 s), and minimal steady-state error. Statistically, HOA maintains the highest reliability with a standard deviation of just 0.0013 over 30 independent trials. In the frequency domain, HOA outperforms competitors by achieving the highest phase margin (87.163) and gain margin (26.11 dB), ensuring robust stability. The proposed controller also excels in disturbance rejection and input tracking under varying conditions. These findings establish HOA as a powerful and reliable optimization tool for advanced PID control of DFIG systems, with broader applicability in industrial control systems requiring high performance and adaptability.

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双馈风力发电系统鲁棒PID控制的增强徒步优化算法
本文讨论了双馈感应发电机(DFIG)系统固有的关键控制挑战,该系统是现代风能转换系统(WECS)的关键部件。由于非线性动力学、对网格扰动的敏感性以及在波动操作条件下难以实现鲁棒控制,这些系统经常面临性能下降的问题。为了解决这些问题,本研究提出了一种利用徒步优化算法(HOA)优化比例-积分-导数(PID)控制器参数的创新方法。受Tobler行走函数的启发,HOA集成了Zwe-Lee Gaing (ZLG)目标函数的增强版本,该目标函数包含了超调、稳定时间、控制努力和突然信号变化的惩罚项。这使得在动态环境中实现了瞬态和稳态性能之间的稳健平衡。大量的仿真验证了hoa优化PID控制器对五种最先进的启发式算法的有效性:海星优化算法、灰狼优化算法(GWO)、蜻蜓算法(DA)、流向算法(FDA)和正弦余弦算法(SCA)。结果表明,HOA在所有关键指标上都实现了卓越的性能,包括零超调、快速稳定时间(0.08922 s)和最小的稳态误差。统计上,HOA在30个独立试验中保持最高的信度,标准差仅为0.0013。在频域,HOA通过实现最高的相位裕度(87.163)和增益裕度(26.11 dB)而优于竞争对手,确保了稳健的稳定性。该控制器在扰动抑制和变条件下的输入跟踪方面也很出色。这些发现表明,HOA是一种强大而可靠的优化工具,可用于DFIG系统的高级PID控制,在需要高性能和适应性的工业控制系统中具有更广泛的适用性。
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来源期刊
IET Control Theory and Applications
IET Control Theory and Applications 工程技术-工程:电子与电气
CiteScore
5.70
自引率
7.70%
发文量
167
审稿时长
5.1 months
期刊介绍: IET Control Theory & Applications is devoted to control systems in the broadest sense, covering new theoretical results and the applications of new and established control methods. Among the topics of interest are system modelling, identification and simulation, the analysis and design of control systems (including computer-aided design), and practical implementation. The scope encompasses technological, economic, physiological (biomedical) and other systems, including man-machine interfaces. Most of the papers published deal with original work from industrial and government laboratories and universities, but subject reviews and tutorial expositions of current methods are welcomed. Correspondence discussing published papers is also welcomed. Applications papers need not necessarily involve new theory. Papers which describe new realisations of established methods, or control techniques applied in a novel situation, or practical studies which compare various designs, would be of interest. Of particular value are theoretical papers which discuss the applicability of new work or applications which engender new theoretical applications.
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