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A Probabilistic Digital Twin for Leak Localization in Water Distribution Networks Using Generative Deep Learning
Nikolaj T Mücke1,2, Prerna Pandey3, Shashi Jain3
1Centrum Wiskunde & Informatica, Science Park 123, 1098 XG Amsterdam, The Netherlands.
This study introduces a novel deep learning and Bayesian inference method for pinpointing leaks in water systems. The approach provides fast, accurate, and reliable leak localization with uncertainty quantification.
Area of Science:
- Engineering
- Computer Science
- Data Science
Background:
- Leak localization in water distribution systems is complex due to network intricacies, limited sensors, and noisy data.
- Accurate leak detection is crucial for efficient water management and infrastructure maintenance.
Purpose of the Study:
- To develop a robust methodology for leak localization in large water distribution systems.
- To incorporate uncertainty quantification into the leak localization process.
- To leverage generative deep learning and Bayesian inference for improved accuracy and speed.
Main Methods:
- A generative deep learning model using neural networks acts as a probabilistic surrogate for complex system equations.
- Bayesian inference is employed to combine sensor data with the surrogate model's output.
- The methodology quantifies uncertainty in leak location predictions.
Main Results:
- The method demonstrated fast, accurate, and trustworthy leak localization across three test cases of increasing complexity.
- Average topological distances (ATD) ranged from 0.3 to 10 depending on network complexity and noise levels.
- Achieved accuracies of 83%, 72%, and 42% for the respective test cases, with computation times from 0.1 to 13 seconds.
Conclusions:
- The proposed generative deep learning and Bayesian inference approach offers a powerful tool for leak localization in water networks.
- This methodology provides a reliable digital twin solution, integrating advanced mathematical and deep learning techniques.
- The approach effectively addresses the challenges of uncertainty and complexity in water distribution systems.
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