Constrained Reinforcement Learning-Based Framework for DC Microgrid: Current Sharing and Voltage Regulation

In this paper, a constrained reinforcement learning-based framework is developed for islanded DC microgrids to deal with the issues of voltage regulation and current sharing. First, a new local Q function including the current error and voltage error is designed on the basis of a hyperbolic function. The solution of the HJB equation associated with the local Q function yields an optimal policy. Then, a novel saturation-input policy iterative (SIPI) method is designed to approximate this policy. Its convergence is also analyzed in detail. To implement this SIPI method, an actor–critic control structure is developed, in which the actor network employs an asymmetric bounded function as its activation function to handle asymmetric input saturation. Finally, the effectiveness of the SIPI method is verified through numerical simulations.

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Publication Details

Journal
Mathematics
Published
2026-09-30
DOI
https://doi.org/10.3390/math14193556
Primary Topic
Microgrid Control and Optimization
Type
article
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Constrained Reinforcement Learning-Based Framework for DC Microgrid: Current Sharing and Voltage Regulation

Ziwen Shen, Jianfeng Zhou, Jiawen Li, Hongyu Sun et al.
Mathematics
Microgrid Control and Optimization
article

Constrained Reinforcement Learning-Based Framework for DC Microgrid: Current Sharing and Voltage Regulation

Ziwen Shen, Jianfeng Zhou, Jiawen Li, Hongyu Sun, Tao Dong, Dajie Hui
article en

Abstract

In this paper, a constrained reinforcement learning-based framework is developed for islanded DC microgrids to deal with the issues of voltage regulation and current sharing. First, a new local Q function including the current error and voltage error is designed on the basis of a hyperbolic function. The solution of the HJB equation associated with the local Q function yields an optimal policy. Then, a novel saturation-input policy iterative (SIPI) method is designed to approximate this policy. Its convergence is also analyzed in detail. To implement this SIPI method, an actor–critic control structure is developed, in which the actor network employs an asymmetric bounded function as its activation function to handle asymmetric input saturation. Finally, the effectiveness of the SIPI method is verified through numerical simulations.

MathematicsVol. 14(19)
Southwest University (CN)
Openalex Percentile: Top 16%
Microgrid Control and Optimization
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