Abstract

Modern distribution systems are confronted by increasing penetration of distributed energy resources, making state estimation a critical application for distribution systems. However, existing state estimation schemes are often time-consuming and therefore, hard to scale up for large systems. In this context, this paper has proposed using a surrogate model to accelerate state estimations. Long-short-term memory (LSTM) recurrent neural networks have been applied to produce a fast yet coarse surrogate of the system states, which captures the temporal correlations between consecutive states. We have further applied an autoencoder to reduce the input size of LSTM networks, thereby shrinking LSTM network size and increasing the scalability of the proposed method. The surrogate states from LSTM are then fed into the forward/backward sweep state estimator as initial values. As a result, the state estimation convergence is accelerated by the LSTM surrogates. The proposed method is tested on IEEE 123-bus and 8500-node three-phase unbalanced test systems. Experimental results show that the proposed LSTM networks significantly reduce the computational time of distribution systems state estimation.

Highlights

  • State estimation (SE) is a backbone application in power systems

  • The results demonstrate that dimension compression with autoencoder improves the computational efficiency and performance of the Long-short-term memory (LSTM) networks and decreases the size of the LSTM network, allowing the proposed method to be applied to large-scale distribution systems

  • We have further compressed the input of the LSTM networks with autoencoders

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Summary

Introduction

State estimation (SE) is a backbone application in power systems. SE refers to the process of estimating system state variables using measurements such as Supervisory Control and Data Acquisition systems, Phasor Measurement Units (PMUs), and smart meters [1]. SE is deployed in transmission systems where the state variables are usually defined as the bus-level voltage magnitudes and phase angles. The rising of distributed energy resources (DERs) brings increasing uncertainties to distribution systems. This trend calls for distribution system state estimation (DSSE) to provide system state information to monitor and manage the distribution systems. In contrast to transmission systems, distribution systems are characterized by high R/X ratio, short-line, and unbalanced phases [2]. Methods such as weighted least square (WLS) that are well-developed in transmission

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