时滞单区LFC-EV系统的鲁棒稳定域

Ö. Aydın, S. Hasen, S. Ayasun
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引用次数: 1

摘要

由于对环境的关注,可再生能源(RES)在电力系统中的份额正在上升。这种增量导致惯性不足和阻尼不足,对负载频率控制(LFC)系统的频率稳定性和动态性能构成重大威胁。已经采用了各种方法来克服这个缺点。其中之一是利用电动汽车(ev)进行频率调节。此外,在实践中,系统并不总是在相同的条件下运行。因此,在控制器设计中应考虑参数的不确定性。本文应用Kharitonov定理和稳定性边界轨迹法确定了一组比例积分(PI)控制器增益,该控制器增益被定义为保证系统参数不确定的EV聚集器时滞LFC系统稳定的鲁棒稳定区域。研究了不确定性水平和时滞对鲁棒稳定区域的影响。结果表明,鲁棒稳定区域随着不确定性和时滞水平的增加而缩小。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Robust Stability Region for Time-Delayed Single-Area LFC-EV System
The share of renewable energy sources (RES) in power systems is rising due to environmental concerns. This increment leads to the lack of inertia and insufficient damping which pose a significant threat for frequency stability and dynamic performance of load frequency control (LFC) systems. Various methods have been employed to overcome this drawback. One of these is the utilization of electric vehicles (EVs) for frequency regulation. Furthermore, in practice, systems do not always operate under identical conditions. Therefore, parametric uncertainties should be considered in controller design. This paper applies Kharitonov’s theorem and stability boundary locus method to determine a set proportional-integral (PI) controller gains defined as a robust stability region that ensures the stability of the time-delayed LFC system with EV aggregator having uncertainties in system parameters. The impacts of the level of uncertainties and time delay on the robust stability region are investigated. Results indicate that robust stability regions shrink as the level of uncertainties and time delay increase.
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