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Publicações

Publicações por Tatiana Guedes

2017

State feedback control for DC-photovoltaic systems

Autores
Fernandes, D; Almeida, R; Guedes, T; Sguarezi Filho, A; Costa, F;

Publicação
Electric Power Systems Research

Abstract

2019

A maximum power point tracking for photovoltaic systems based on Monod equation

Autores
Camilo, JC; Guedes, T; Fernandes, DA; Melo, J; Costa, F; Sguarezi Filho, AJ;

Publicação
Renewable Energy

Abstract

2021

Aggregator units allocation in low voltage distribution networks with penetration of photovoltaic systems

Autores
Palate, BO; Guedes, TP; Grilo-Pavani, A; Padilha-Feltrin, A; Melo, JD;

Publicação
International Journal of Electrical Power & Energy Systems

Abstract

2022

Two-Stage Stochastic Optimization Model for Multi-Microgrid Planning

Autores
Vera, EG; Canizares, CA; Pirnia, M; Guedes, TP; Melo, JD;

Publicação
IEEE Transactions on Smart Grid

Abstract

2025

Graph Neural Networks for Fault Location in Large Photovoltaic Power Plants

Autores
Klyagina O.; Silva C.G.; Silva A.S.; Guedes T.; Andrade J.R.; Bessa R.J.;

Publicação
2025 IEEE Kiel Powertech Powertech 2025

Abstract
A fast response to faults in large-scale photovoltaic power plants (PVPPs), which can occur on hundreds of components like photovoltaic panels and inverters, is fundamental for maximizing energy generation and reliable system operation. This work proposes using a Graph Neural Network (GNN) combined with a digital twin for synthetic fault data scenario generation for fault location in PVPPs. It shows that GNN can adapt to system changes without requiring model retraining, thus offering a scalable solution for the real operating PVPPs, where some parts of the system may be disconnected for maintenance. The results for a real PVPP show the GNN outperforms baseline models, especially in larger topologies, achieving up to twice the accuracy in a fault location task. The GNN's adaptability to topology changes was tested on the simulated reconfigured systems. A decrease in performance was observed, and its value depends on the complexity of the original training topology. It can be mitigated by using several system reconfigurations in the training set.