Intelligent Demand Response Resource Trading Using Deep Reinforcement Learning
Regular Papers|更新时间:2026-10-15
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Intelligent Demand Response Resource Trading Using Deep Reinforcement Learning
CSEE Journal of Power and Energy SystemsVol. 10, Issue 6, Pages: 2621-2630(2024)
作者机构:
Department of Electrical Engineering, Key Laboratory of Control of Power Transmission and Conversion, Ministry of Education, Shanghai Jiao Tong University,Shanghai,China
Yufan Zhang, Qian Ai, Zhaoyu Li. Intelligent Demand Response Resource Trading Using Deep Reinforcement Learning[J]. CSEE Journal of Power and Energy Systems, 2024, 10(6): 2621-2630.
DOI:
Yufan Zhang, Qian Ai, Zhaoyu Li. Intelligent Demand Response Resource Trading Using Deep Reinforcement Learning[J]. CSEE Journal of Power and Energy Systems, 2024, 10(6): 2621-2630.DOI: 10.17775/CSEEJPES.2020.05540.
Intelligent Demand Response Resource Trading Using Deep Reinforcement Learning
摘要
Abstract
With the liberalization of the retail market
customers can sell their demand response (DR) resources to the distribution company (Disco) through the DR aggregator (DRA). In this paper
an intelligent DR resource trading framework between Disco and DRA is proposed by exploiting the benefits of deep reinforcement learning (DRL). The hierarchical decision process of the two players is modeled as a Stackelberg game. In the game
Disco is the leader who determines the retail price while DRA is the follower who responds to it. To protect their privacy
a dueling deep Q-network (dueling DQN) is then constructed to model the bi-Ievel Stackelberg game
such that the lower-level problem doesn't need to reveal its detailed model to the upper-level. In the learning process
the uncertainties from the DRA's baseline load and wind power are considered. In order to boost the robustness against the estimation error
the baseline load is discretized into symbols before being used as the input states of the dueling DQN. And to mitigate the uncertainty of wind power
the scenario-based method is introduced when designing the reward. We demonstrate that the proposed dueling DQN-based method has good performance and is more robust against uncertainties.