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Towards transferable metamodels for water distribution systems with edge-based graph neural networks
Bulat Kerimov1, Riccardo Taormina2, Franz Tscheikner-Gratl1
1Department of Civil and Environmental Engineering, Norwegian University of Science and Technology, Trondheim, Norway.
Edge-Based Graph Neural Networks improve water distribution system modeling by capturing pipe-level physics. This enhances transferability and accuracy for designing and optimizing water networks.
Area of Science:
- Hydraulic Engineering
- Artificial Intelligence
- Network Science
Background:
- Data-driven metamodels accelerate simulations of water distribution systems.
- Graph Neural Networks (GNNs) show promise for modeling these systems due to their graph structure.
- Current GNN metamodels struggle with transferability due to limited edge-level process representation.
Purpose of the Study:
- Introduce Edge-Based Graph Neural Networks (EB-GNNs) to enhance metamodel transferability.
- Improve the representation of physical processes occurring at the pipe (edge) level.
- Evaluate EB-GNN performance against traditional GNNs for water distribution system emulation.
Main Methods:
- Developed an EB-GNN architecture incorporating edge-level physical process representation.
- Emulated steady-state EPANET simulations for water distribution networks.
- Compared EB-GNNs and traditional GNNs on benchmark systems for accuracy and speed-up.
- Assessed transferability by testing models on unseen network topologies.
Main Results:
- EB-GNNs more accurately capture pipe-level physical processes compared to node-based GNNs.
- Achieved high generalization performance on unseen networks (R² up to 0.98 for flowrates, 0.95 for heads).
- Demonstrated significant speed-up compared to traditional physics-based simulations.
Conclusions:
- EB-GNNs offer improved accuracy and transferability for water distribution system metamodeling.
- The proposed architecture effectively represents link-level dynamics, addressing limitations of traditional GNNs.
- EB-GNNs show potential for efficient design, control, and optimization of water networks, especially with scarce data or numerous layout evaluations.
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