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Enhancing short-circuit current calculation in active distribution networks through Fusing superposition theorem and Data-Driven approach

•ADN network structure changes alter short-circuit current distribution.•Study of IIDG output computation model based on GAT.•Attention mechanisms contribute to short circuit current calculation generality.•Methods with superposition theorem are more accurate than pure Data-Driven approach. In the r...

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Bibliographic Details
Published in:International journal of electrical power & energy systems 2024-10, Vol.161, p.110196, Article 110196
Main Authors: Ruikai, Ye, Huifang, Wang, Yongji, Ma, Ruipeng, Guo
Format: Article
Language:English
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Summary:•ADN network structure changes alter short-circuit current distribution.•Study of IIDG output computation model based on GAT.•Attention mechanisms contribute to short circuit current calculation generality.•Methods with superposition theorem are more accurate than pure Data-Driven approach. In the realm of active distribution networks, the Inverter Interfaced Distributed Generator (IIDG) poses a challenge with its diverse non-linear fault outputs stemming from varied control strategies and objectives. This presents a dilemma, balancing computational precision and speed in short-circuit current calculation. To address this issue, a novel methodology is proposed, utilizing a Graph Attention Network (GAT)-based model. This model is designed for rapid and precise computation of IIDG fault outputs, thereby enhancing the efficiency of the iterative calculation process. Integration of the superposition theorem significantly boosts the efficiency of short-circuit current calculation in active distribution networks. Moreover, the proposed approach successfully overcomes common problems, such as reduced accuracy and non-convergence, often encountered due to the dynamic nature of network structures. The utility and adaptability of this method are illustrated through various examples, showcasing its ability to accommodate networks with unknown structures and increased branch circuits, while ensuring consistent and reliable computational results.
ISSN:0142-0615
DOI:10.1016/j.ijepes.2024.110196