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Robust stability assessment in the presence of load dynamics uncertainty

机译:在存在负载动力学不确定性的情况下进行稳健的稳定性评估

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Summary form only given. Dynamic response of loads has a significant effect on system stability and directly determines the stability margin of the operating point. Inherent uncertainty and natural variability of load models make the stability assessment especially difficult and may compromise the security of the system. We propose a novel mathematical “robust stability” criterion for the assessment of small-signal stability of operating points. Whenever the criterion is satisfied for a given operating point, it provides mathematical guarantees that the operating point will be stable with respect to small disturbances for any dynamic response of the loads. The criterion can be naturally used for identification of operating regions secure from the occurrence of Hopf bifurcation. Several possible applications of the criterion are discussed, most importantly the concept of robust stability assessment (RSA), that could be integrated in dynamic security assessment packages and used in contingency screening and other planning and operational studies.
机译:仅提供摘要表格。负载的动态响应会对系统稳定性产生重大影响,并直接确定工作点的稳定性裕度。负载模型的固有不确定性和自然可变性使稳定性评估特别困难,并可能损害系统的安全性。我们提出了一种新颖的数学“鲁棒稳定性”准则,用于评估工作点的小信号稳定性。只要满足给定工作点的标准,就可以提供数学上的保证,即对于负载的任何动态响应,工作点在较小的干扰下都将保持稳定。该准则可以自然地用于识别因发生霍普夫分叉而安全的工作区域。讨论了该标准的几种可能的应用,最重要的是,鲁棒稳定性评估(RSA)的概念,可以将其集成到动态安全评估包中,并用于应急筛选以及其他规划和运营研究中。

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