Graph-Based Warm Solutions for Optimal Resilience Enhancement of Water Distribution Networks

This study introduces an efficient graph-based approach for optimal resilience enhancement of existing water distribution networks through the re-sizing of specific pipes. It utilizes modified graph metrics to track the spatial failure propagation resulting from pipe (edge) failures. This leads to identifying pipes (edges) that are more vulnerable to the failure of others, making them suitable candidates for re-sizing. These selected edges undergo re-sizing using a graph-based design approach, generating diverse graph-based solutions. These solutions later serve as warm solutions for the initial population of evolutionary optimization to speed up convergence. Tested on two networks, this approach outperforms traditional optimization (with random initial populations), increasing computational efficiency by over 90%.

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Publication Details

Published
2024-09-10
DOI
https://doi.org/10.3390/engproc2024069102
Citations
1
Primary Topic
Water Systems and Optimization
Type
article
Field-Weighted Citation Impact
0.26
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article

Graph-Based Warm Solutions for Optimal Resilience Enhancement of Water Distribution Networks

Mohsen Hajibabaei, Robert Sitzenfrei, Mohsen Shahandashti, Amin Minaei
1 citations
Water Systems and Optimization
0.26
article

Graph-Based Warm Solutions for Optimal Resilience Enhancement of Water Distribution Networks

Mohsen Hajibabaei, Robert Sitzenfrei, Mohsen Shahandashti, Amin Minaei
article en
1 citations

Abstract

This study introduces an efficient graph-based approach for optimal resilience enhancement of existing water distribution networks through the re-sizing of specific pipes. It utilizes modified graph metrics to track the spatial failure propagation resulting from pipe (edge) failures. This leads to identifying pipes (edges) that are more vulnerable to the failure of others, making them suitable candidates for re-sizing. These selected edges undergo re-sizing using a graph-based design approach, generating diverse graph-based solutions. These solutions later serve as warm solutions for the initial population of evolutionary optimization to speed up convergence. Tested on two networks, this approach outperforms traditional optimization (with random initial populations), increasing computational efficiency by over 90%.

Austrian Academy of Sciences (AT), The University of Texas at Arlington (US), Universität Innsbruck (AT)
Openalex Percentile: Top 45%
Water Systems and Optimization
0.26
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