Application of multi-linear regression models and machine learning techniques for online voltage stability margin estimation

B. Leonardi, V. Ajjarapu, M. Djukanovic, Pei Zhang
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引用次数: 7

Abstract

This paper investigates the use of multi-linear regression models (MLRMs) and machine learning techniques for online voltage stability margin prediction. The methodology relies upon the relationship between system wide reactive power reserves and voltage stability margin. A comprehensive voltage stability assessment considering an extensive contingency list and several load increase directions is performed. Data regarding reactive power reserves and voltage stability margin are stored for further MLRM development. Once properly designed and validated, the MLRMs are ready to be used in the online environment. As a few models are necessary to represent all contingencies in the list, an identification tool named MLRM-IDtool is necessary to identify what model to use based on current system conditions. Decision trees and neural networks are tested as classification tools to identify which multi-linear regression model to use. The methodology is tested in the IEEE 30 bus system with promising results. It will be shown that the two-stage proposed approach can successfully estimate voltage stability margin in the online environment and also handle uncertainty related to load behavior.
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多线性回归模型和机器学习技术在电压稳定裕度在线估计中的应用
本文研究了多线性回归模型(mlrm)和机器学习技术在在线电压稳定裕度预测中的应用。该方法依赖于全系统无功储备和电压稳定裕度之间的关系。综合电压稳定性评估考虑了广泛的应急清单和几个负荷增加方向。关于无功储备和电压稳定裕度的数据被存储以供进一步的MLRM开发。一旦正确设计和验证,mlrm就可以在在线环境中使用。由于需要几个模型来表示列表中的所有意外事件,因此需要一个名为MLRM-IDtool的识别工具来根据当前系统条件确定使用哪个模型。决策树和神经网络作为分类工具进行测试,以确定使用哪种多元线性回归模型。该方法在IEEE 30总线系统中进行了测试,取得了良好的效果。结果表明,所提出的两阶段方法可以成功地估计在线环境下的电压稳定裕度,并处理与负载行为相关的不确定性。
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Applicability of coordinated power flow control based on multi-agent systems New angles for monitoring areas System-awareness for agent-based power system control Application of multi-linear regression models and machine learning techniques for online voltage stability margin estimation A probabilistic distance to the power system secure operation boundary
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