Estimation of frequency-dependent impedances in power grids by deep lstm autoencoder and random forest

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Titel: Estimation of frequency-dependent impedances in power grids by deep lstm autoencoder and random forest
Autoren: Bagheri, Azam, 1982, Bongiorno, Massimo, 1976, Gu, Irene Yu-Hua, 1953, Svensson, Jan
Quelle: Energies. 14(13)
Schlagwörter: Random forest regres-sion, Frequency-dependent grid impedance, LSTM autoencoder, Time-series analysis, PRBS, Unsupervised deep learning
Beschreibung: This paper proposes a deep-learning-based method for frequency-dependent grid impedance estimation. Through measurement of voltages and currents at a specific system bus, the estimate of the grid impedance was obtained by first extracting the sequences of the time-dependent features for the measured data using a long short-term memory autoencoder (LSTM-AE) followed by a random forest (RF) regression method to find the nonlinear map function between extracted features and the corresponding grid impedance for a wide range of frequencies. The method was trained via simulation by using time-series measurements (i.e., voltage and current) for different system parameters and verified through several case studies. The obtained results show that: (1) extracting the time-dependent features of the voltage/current data improves the performance of the RF regression method; (2) the RF regression method is robust and allows grid impedance estimation within 1.5 grid cycles; (3) the proposed method can effectively estimate the grid impedance both in steady state and in case of large transients like electrical faults.
Dateibeschreibung: electronic
Zugangs-URL: https://research.chalmers.se/publication/524893
https://research.chalmers.se/publication/524893/file/524893_Fulltext.pdf
Datenbank: SwePub
Beschreibung
Abstract:This paper proposes a deep-learning-based method for frequency-dependent grid impedance estimation. Through measurement of voltages and currents at a specific system bus, the estimate of the grid impedance was obtained by first extracting the sequences of the time-dependent features for the measured data using a long short-term memory autoencoder (LSTM-AE) followed by a random forest (RF) regression method to find the nonlinear map function between extracted features and the corresponding grid impedance for a wide range of frequencies. The method was trained via simulation by using time-series measurements (i.e., voltage and current) for different system parameters and verified through several case studies. The obtained results show that: (1) extracting the time-dependent features of the voltage/current data improves the performance of the RF regression method; (2) the RF regression method is robust and allows grid impedance estimation within 1.5 grid cycles; (3) the proposed method can effectively estimate the grid impedance both in steady state and in case of large transients like electrical faults.
ISSN:19961073
19961073
DOI:10.3390/en14133829