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首页> 外文期刊>European transactions on electrical power engineering >Cooperative coevolutionary algorithms for optimal PSS tuning based on Monte-Carlo probabilistic small-signal stability assessment
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Cooperative coevolutionary algorithms for optimal PSS tuning based on Monte-Carlo probabilistic small-signal stability assessment

机译:基于Monte-Carlo概率小信号稳定性评估的最佳PSS调谐的合作共同算法

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This article presents a robust and optimal PSS tuning with the Monte-Carlo approach for probabilistic small-signal stability analysis in electric power systems under uncertainties. The uncertainties are mainly related to renewable energy and include production and demand in power systems. Additionally, lines and transformers contingencies have also been added. Probabilistic models of these uncertainties are constructed considering their characteristics. Subsequently, probabilistic small-signal stability assessment of the power system is carried out based on modal analysis via Monte-Carlo simulation. The proposed method is tested by analyzing the eigenvalues of New England New York benchmark system, where stable, unstable, and oscillatory modes are first identified in the deterministic framework and extended to a probabilistic context as the deterministic one is limited for particular operating states. Additionally, local and inter-area modes of electromechanical oscillation are classified, and PSS optimal placement and tuning are performed to ensure sufficient damping under uncertainties. Relevant discussion of stability enhancement using the proposed approach has been illustrated.
机译:本文介绍了在不确定因素下的电力系统中的概率小型信号稳定性分析的Monte-Carlo方法的强大和最佳的PSS。不确定性主要与可再生能源有关,包括在电力系统中的生产和需求。此外,还添加了线条和变压器突发事件。考虑到他们的特征,构建了这些不确定性的概率模型。随后,基于Monte-Carlo模拟的模态分析来执行电力系统的概率小信号稳定性评估。通过分析新英格兰纽约基准系统的特征值来测试所提出的方法,其中首先在确定性框架中识别稳定,不稳定和振荡模式,并扩展到概率上下文,因为确定性的概况上下文是有限的特定操作状态。另外,可以进行局部和区域的机电振荡模式,并且进行PSS最佳放置和调谐以确保在不确定因素下充分阻尼。已经说明了使用所提出的方法的稳定增强讨论。

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