Xiao Hu, Jinduo Yang, Yang Gao, 等. Model-Free Multiple Energy Flow Calculation Using Edge-Enhanced Heterogeneous Graph Attention Mechanism[J]. 中国电机工程学会电力与能源系统学报(英文), 2026,12(5):2543-2554.
Xiao Hu, Jinduo Yang, Yang Gao, et al. Model-Free Multiple Energy Flow Calculation Using Edge-Enhanced Heterogeneous Graph Attention Mechanism[J]. CSEE Journal of Power and Energy Systems, 2026, 12(5): 2543-2554.
Xiao Hu, Jinduo Yang, Yang Gao, 等. Model-Free Multiple Energy Flow Calculation Using Edge-Enhanced Heterogeneous Graph Attention Mechanism[J]. 中国电机工程学会电力与能源系统学报(英文), 2026,12(5):2543-2554.DOI: 10.17775/CSEEJPES.2025.07460.
Xiao Hu, Jinduo Yang, Yang Gao, et al. Model-Free Multiple Energy Flow Calculation Using Edge-Enhanced Heterogeneous Graph Attention Mechanism[J]. CSEE Journal of Power and Energy Systems, 2026, 12(5): 2543-2554.DOI: 10.17775/CSEEJPES.2025.07460.
Model-Free Multiple Energy Flow Calculation Using Edge-Enhanced Heterogeneous Graph Attention Mechanism
摘要
Abstract
Multiple energy flow calculation (MEFC) serves as a fundamental technology within Integrated Energy Systems (IESs). Nevertheless
MEFC has faced increasing challenges due to the complex coupling among heterogeneous energy sources
information constraints
and extreme scenarios. This study proposes a data-driven approach for the MEFC task based on an edge-enhanced heterogeneous graph attention mechanism (EEHGAT). A heterogeneous graph structure is first employed to model the electricity-gas-heat coupled IES with three types of nodes and four types of edges. Then
a dual-model architecture comprising a node model and an edge model is constructed. This architecture aims to fully map MEFC information while simultaneously preventing error accumulation. Subsequently
a multitask learning framework incorporating a variable-weight loss function is integrated to enhance the flexibility of the training process. Moreover
visualized interpretability is developed to de-mystify the “black-box” nature of the neural network. Numerical results demonstrate that the Mean Absolute Percentage Error (MAPE) for the proposed node and edge models is 0.1012% and 0.2060%
respectively. Meanwhile
under conditions such as measurement errors
information limitations
and extreme scenarios
the proposed method exhibits greater adaptability and robustness than the Newton-Raphson method and traditional data-driven methods.