4.7 Article

Grid-Graph Signal Processing (Grid-GSP): A Graph Signal Processing Framework for the Power Grid

期刊

IEEE TRANSACTIONS ON SIGNAL PROCESSING
卷 69, 期 -, 页码 2725-2739

出版社

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/TSP.2021.3075145

关键词

Phasor measurement units; Voltage measurement; Generators; Data models; Power grids; Signal processing; Power systems; Graph signal processing; phasor measurement units; false data injection attack; optimal placement of PMU; sampling and recovery; PMU data compression; network inference

资金

  1. Office of Electricity Delivery and Energy Reliability, Cybersecurity for Energy Delivery Systems program, of the U.S. Department of Energy [DOE0000780]

向作者/读者索取更多资源

This paper explores power systems data through graph signal processing (GSP), presenting the Grid-GSP framework which interprets voltage phasor measurements and ties their spatio-temporal structure to generator voltage dynamics. The Grid-GSP generative model is successfully applied to investigate problems related to grid data sampling, interpolation, network inference, anomaly detection, and data compression. Numerical results verify the efficacy of Grid-GSP methods in analyzing electric grid data.
The underlying theme of this paper is to explore the various facets of power systems data through the lens of graph signal processing (GSP), laying down the foundations of the Grid-GSP framework. Grid-GSP provides an interpretation for the spatio-temporal properties of voltage phasor measurements, by showing how the well-known power systems modeling supports a generative low-pass graph filter model for the state variables, namely the voltage phasors. Using the model we formalize the empirical observation that voltage phasor measurement data lie in a low-dimensional subspace and tie their spatio-temporal structure to generator voltage dynamics. The Grid-GSP generative model is then successfully employed to investigate the problems, pertaining to the grid, of data sampling and interpolation, network inference, detection of anomalies and data compression. Numerical results on a large synthetic grid that mimics the real-grid of the state of Texas, ACTIVSg2000, and on real-world measurements from ISO-New England verify the efficacy of applying Grid-GSP methods to electric grid data.

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