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Deep ensemble learning-based approach to real-time power system state estimation

机译:基于深度的基于学习的实时电力系统状态估计方法

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摘要

Power system state estimation (PSSE) is commonly formulated as weighted least-square (WLS) algorithm and solved using iterative methods such as Gauss-Newton methods. However, iterative methods have become more sensitive to system operating conditions than ever before due to the deployment of intermittent renewable energy sources, zero emission technologies (e.g., electric vehicles), and demand response programs. Appropriate PSSE approaches are required to avoid pitfalls of the WLS-based PSSE computations for accurate prediction of operating conditions. This paper proposes a data-driven real-time PSSE using a deep ensemble learning algorithm. In the proposed approach, the ensemble learning setup is formulated with dense residual neural networks as base-learners and multivariate-linear regressor as meta-learner. Historical measurements and states are utilised to train and test the model. The trained model can be used in real-time to estimate power system states (voltage magnitudes and phase angles) using real-time measurements. Most of current data-driven PSSE methods assume the availability of a complete set of measurements, which may not be the case in real power system dataacquisition. This paper adopts multivariate linear regression to forecast system states for instants of missing measurements to assist the proposed PSSE technique. Case studies are performed on various IEEE standard benchmark systems to validate the proposed approach. The results show that the proposed approach outperforms existing data-driven PSSE techniques. The developed source code of the proposed solution is publicly available at htt ps://github.com/nbhusal/Power-System-State-Estimation.
机译:电力系统状态估计(PSSE)通常配制为加权最小二乘(WLS)算法,并使用迭代方法如Gauss-Newton方法求解。然而,由于部署间歇性可再生能源,零排放技术(例如,电动车)和需求响应计划,迭代方法对系统操作条件变得比以往更敏感。需要适当的PSSE方法来避免基于WLS的PSSE计算的陷阱,以便准确预测操作条件。本文提出了使用深度集合学习算法的数据驱动的实时PSSE。在所提出的方法中,集合学习设置与密集的残余神经网络作为基础学习者和多元线性回归作为元学习者。历史测量和状态用于培训和测试模型。培训的模型可以实时使用以使用实时测量来实时用于估计电力系统状态(电压幅度和相位角)。大多数当前数据驱动的PSSE方法假设完整的测量集的可用性,这可能不是实际电源系统DataAnaceItition的情况。本文采用多变量线性回归来预测系统状态,以便缺失测量的瞬间,以协助提出的PSSE技术。对各种IEEE标准基准系统进行案例研究以验证所提出的方法。结果表明,所提出的方法优于现有的数据驱动PSSE技术。所提出的解决方案的开发源代码在HTT PS://github.com/nbhusal/power -systate-tate-istativation。

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