4.7 Article

Multi-Agent Reinforcement Learning for Intelligent V2G Integration in Future Transportation Systems

Publisher

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/TITS.2023.3284756

Keywords

Intelligent transportation; electric vehicles; deep learning; multi-agent reinforcement learning; peak shaving; smart grid

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This paper proposes a Multi-agent Reinforcement Learning (MARL) mechanism that optimizes the peak shaving performance of the electric grid by scheduling the day-ahead discharging process of EV batteries. The model overcomes energy prediction inaccuracy by allowing autonomous decision-making of EVs, ensuring the integrity of the model and protecting EVs' private information.
Electric vehicles (EVs) are the backbone of the future intelligent transportation system (ITS). They are environmentally friendly and can also be integrated as distributed energy resources (DERs) into the smart grid using vehicle-to-grid (V2G) scheme. Specifically, utility companies can push back EV batteries into the electric grid to reduce the peak load. However, integrating EVs into the power grid efficiently requires accurate artificial intelligence (AI) mechanisms to forecast, coordinate, and dispatch the EVs into the grid. This paper proposes a Multi-agent Reinforcement Learning (MARL) mechanism that schedules the day-ahead discharging process of EV batteries to optimize the peak shaving performance of the electric grid. The proposed MARL overcomes the inaccuracy of energy prediction by allowing the agents, i.e. EVs, to make autonomous decisions. These agents are trained in a centralized fashion but make decisions locally to maintain autonomy and privacy. In particular, the model does not require that the EVs communicate with a centralized entity during the execution stage, which assures the model's integrity and protects the EVs' private information. To evaluate the model, a comprehensive series of experiments were carried out to prove the effectiveness of the MARL coordination and scheduling mechanism and to show that the model can indeed flatten the peak load.

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