Energy-Efficient Management of Urban Water Distribution Networks Under Hydraulic Anomalies: A Review of Technologies and Challenges
Abstract
:1. Introduction
2. Hydraulic Anomalies and Energy Efficiency
2.1. Causes of Hydraulic Anomalies
- (1)
- Aging Infrastructure
- (2)
- Unexpected Pipe Failures and Bursts
- (3)
- Fluctuating Water Demand
- (4)
- Suboptimal Pump and Valve Operations
- (5)
- Transient Hydraulic Events
2.2. Consequences of Hydraulic Anomalies
- (1)
- Increased non-revenue water losses
- (2)
- Excessive Energy Consumption
- (3)
- Decreased Service Reliability
- (4)
- Increased Operational Costs
3. Real-Time Monitoring and Data Acquisition
3.1. SCADA and AMI Systems
3.2. Smart Sensor Networks and IoT Integration
4. Hydraulic Modeling and CFD Simulation
4.1. EPANET and Its Applications
4.2. Localized CFD Analysis
4.3. Digital Twin Technology
5. Water Demand Forecasting Techniques
5.1. Conventional vs. Data-Driven Forecasting Approaches
Method | Advantages | Disadvantages | Applications & Remarks |
---|---|---|---|
Exponential Smoothing [45] | Simple, effective, easy implementation. | Poor with complex time series patterns. | For data with moderate trends and seasonal effects. |
Linear Regression [46] | Simple and interpretable. | Only for linear relationships. | Applied in valid linear regression tasks. |
ARIMA [40] | Simple structure, low computation cost. | Demands accurate data, lacks generalization. | Suited for stationary time series without long-term dependence. |
SVM/SVR [42] | Effective in high-dimensional spaces, strong generalization. | Sensitive to parameter selection, high computation cost. | Effective for complex, high-dimensional classification tasks. |
RF [41] | Robust, handles high-dimensional data. | Poor interpretability, computationally costly. | Suitable for classification and regression, resistant to noise and overfitting. |
Neural Networks [40] | Strong non-linear modeling ability. | Need large data, prone to overfitting. | Widely used in complex regression and classification with large datasets. |
RNN [47] | Fit for sequential data. | Have gradient issues, hard to capture long-term dependencies. | Useful for time series and sequential data analysis despite training difficulties. |
GRU [40] | Simplified structure, computationally efficient. | Limited capability to model very long-term dependencies. | Faster alternative to LSTM for real-time apps with limited resources. |
LSTM [10] | Captures long-term dependencies well. | High computational complexity, many parameters. | Commonly used for sequential data tasks requiring long-term memory. |
5.2. Demand Forecasting as a Tool for Energy-Efficient Operation
6. Pressure Management-Based Energy Efficiency Optimization Strategies
6.1. Pump Optimization
- (1)
- Pump Efficiency (η): This typically reaches its maximum at the Best Efficiency Point (BEP), which is a specific flow rate and head where the pump operates most effectively. Operating too far from this point leads to energy losses and reduced efficiency.
- (2)
- Valve-Induced Head Losses: When flow is controlled by throttling valves, artificial head losses are introduced into the system. These losses increase nonlinearly with the degree of throttling and contribute to higher energy consumption without improving system output.
- (3)
- Hydraulic and Mechanical Stability: Operating the pump significantly away from its BEP not only lowers efficiency but also induces undesirable effects, such as cavitation, vibration, and excessive mechanical stress, all of which accelerate equipment degradation and reduce service life.
- (4)
- Hydraulic Noise Generation: Excessive hydraulic noise, typically caused by turbulence, cavitation, or rapid valve operations, is often a symptom of inefficient flow conditions [51]. While primarily an acoustic issue, such noise also reflects energy dissipation within the system, indicating areas of suboptimal performance that may warrant operational or design adjustments.
- (1)
- Minimizing total power consumption (Psys = ΣPi), especially in configurations where multiple pumps operate in series or parallel.
- (2)
- Reducing the specific energy consumption (Esys = Psys/Qsys), which represents the amount of energy used per unit volume of water delivered.
- (3)
- Extending pump and valve lifespan by maintaining operating conditions within a defined range around the BEP, typically within ±10%.
6.2. Pump-Valve Co-Optimization
6.3. District Metered Areas Partition
Method Category | Specific Method | Principles | Advantages | Limitations |
---|---|---|---|---|
Classical Clustering | k-means [62] | Partitions nodes into k clusters by minimizing within-cluster Euclidean distance of hydraulic attributes. | Computationally efficient for mid-sized networks. | Requires predefined cluster count; ignores topological connectivity. |
Classical Clustering | Hierarchical Clustering [60] | Agglomerative/divisive clustering based on similarity matrices to form dendrograms. | Multi-scale partitioning; interpretable hierarchy. | High computational complexity; scalability issues. |
Classical Clustering | Spectral Clustering [60] | Utilizes eigenvalues of the Laplacian matrix for dimensionality reduction before clustering. | Captures non-convex topological relationships. | Sensitivity to parameters; high memory demand for matrix operations. |
Community Detection | Louvain Algorithm [61] | Maximizes modularity to identify densely connected subgraphs. | Automatic cluster number determination; scalable. | Potential imbalance in zone sizes. |
7. Leakage Anomaly Detection Technologies
Category | Subcategory | Typical Techniques | Advantages | Limitations |
---|---|---|---|---|
Hardware-Based | Acoustic Methods [13] | Hydrophones, correlators | High accuracy in localization; Effective for metallic pipes | Affected by environmental noise; Less effective in plastic pipes |
Hardware-Based | Pressure/Flow Sensors [30] | Pressure loggers, inline flow meters | Real-time monitoring; Suitable for transient analysis | High installation cost; Require dense sensor deployment |
Hardware-Based | Advanced Sensing [13] | Ground-penetrating radar, fiber-optic cables, vibration sensors | Non-invasive; Applicable in inaccessible areas | Expensive; Limited by depth, soil and pipe material |
Model-Based | Hydraulic Modeling [64] | EPANET | System-level analysis; Capable of simulating various scenarios | Require detailed and accurate network model |
Model-Based | Inverse Modeling [65] | Pressure and flow residual analysis, parameter calibration | Can locate leak zones; Integrate with SCADA data | Sensitive to boundary conditions and demand uncertainty |
Model-Based | Data Assimilation [65] | Kalman filter, particle filter, model predictive control | Combine models with real-time data; Improve forecast accuracy | Computationally intensive; Complex implementation |
Data-Driven | Supervised Learning [66] | SVM, RF, Decision Trees | Easy to train; High accuracy with labeled data | Require labeled historical data; Limited generalization |
Data-Driven | Deep Learning [67] | LSTM, GRU, Autoencoders, CNN | Handle nonlinear and temporal patterns; Highly scalable | Black-box models; High data and computation demands |
8. Case Study and SWOT Analysis
8.1. Energy-Efficient Management of D City’s WDN Under Hydraulic Anomalies
8.1.1. Basic Technologies: Data Acquisition and Hydraulic Modelling
8.1.2. Applied Technologies: Pressure Regulation and Leakage Detection
- (1)
- Valve Optimization
- (2)
- Leakage detection
8.2. SWOT Analysis
- (1)
- Strengths
- (2)
- Weaknesses
- (3)
- Opportunities
- (4)
- Threats
9. Conclusions
Author Contributions
Funding
Data Availability Statement
Acknowledgments
Conflicts of Interest
Abbreviations
Full Name | Abbreviation | Full Name | Abbreviation |
water distribution networks | WDNs | variable-speed pumps | VSPs |
Internet of Things | IoT | Best Efficiency Point | BEP |
supervisory control and data acquisition | SCADA | throttling control | TC |
advanced metering infrastructure | AMI | bypass control | BC |
artificial intelligence | AI | fixed-speed pump scheduling | FSPS |
machine learning | ML | affinity law-based speed regulation | ALSR |
long short-term memory | LSTM | linear programming | LP |
convolutional neural networks | CNNs | variable frequency drives | VFDs |
district metered area | DMA | mixed-integer nonlinear programming | MINLP |
non-revenue water | NRW | sequential quadratic programming | SQP |
Narrowband IoT | NB-IoT | genetic algorithms | GA |
fifth-generation | 5G | particle swarm optimization | PSO |
United States Environmental Protection Agency | EPA | artificial neural networks | ANNs |
autoregressive integrated moving average | ARIMA | reinforcement learning | RL |
random forests | RF | multi-agent systems | MAS |
support vector machine/regression | SVM/SVR | pressure-reducing valves | PRVs |
recurrent neural networks | RNNs | Computational Fluid Dynamics | CFD |
Gated Recurrent Units | GRUs | pumps as turbines | PATs |
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Method Category | Specific Method | Principles | Advantages | Limitations |
---|---|---|---|---|
Traditional | TC [17] | Adjust flow by pipe resistance & pump point change. | Simple to implement. | Sacrifices energy efficiency. |
BC [17] | Divert excess flow for pressure stability. | Maintains pressure stability. | Increases recirculation losses. | |
FSPS [17] | Control on/off of fixed-speed pumps. | Control mechanism is simple. | Discrete control limits adjustment precision. | |
ALSR [17] | Use VFDs to adjust speed per affinity laws. | Offers flexible speed adjustment. | Needs correction in complex flows. | |
Intelligent-Model-Based | MINLP [54] | Integrate discrete & continuous variables. | Considers multiple variables. | Complex for large-scale systems. |
Gradient-Based Algorithms [55] | Exploit system gradients for local opt. | Finds local optima quickly. | Sensitive to initial values, lacks robustness. | |
Intelligent-Metaheuristic | GA [17] | Evolve solutions via selection, etc. | Handles complex problems. | Computationally heavy, convergence affected by factors. |
PSO [56] | Simulate social behavior to explore space. | Easy to implement. | Prone to premature convergence, depends on tuning. | |
Intelligent-Machine Learning | ANN [17] | Model pump-valve dynamics for prediction. | Captures nonlinear relationships. | Needs quality data, has fitting & interpretability issues. |
SVMs [17] | Classify operating regions by data. | Good generalization ability. | Poor with complex data. | |
Intelligent-Multi-Agent Systems | MAS-based Pump-Valve Control [53] | Autonomous agents collaborate for system-wide optimization. | Enables distributed optimization. | Communication overhead. |
Bottleneck Pipeline | Length | Flow | Speed | Head loss Gradient | Head Loss | |
---|---|---|---|---|---|---|
(m) | (m3.s−1) | (m.s−1) | (m.m−1) | (mH2O) | ||
a | Before (a1) | 12 | 1627 | 2.07 | 0.004 | 0.05 |
After (a2) | 12 | 727 | 0.93 | 0.001 | 0.01 | |
b | Before (b1) | 1135 | 84 | 1.19 | 0.004 | 4.82 |
After (b2) | 1135 | 34 | 0.48 | 0.001 | 0.95 | |
c | Before (c1) | 514 | 38 | 0.37 | 0.001 | 0.24 |
After (c2) | 514 | 17 | 0.18 | 0 | 0.09 |
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Duan, B.; Gao, J.; Cao, H.; Hu, S. Energy-Efficient Management of Urban Water Distribution Networks Under Hydraulic Anomalies: A Review of Technologies and Challenges. Energies 2025, 18, 2877. https://doi.org/10.3390/en18112877
Duan B, Gao J, Cao H, Hu S. Energy-Efficient Management of Urban Water Distribution Networks Under Hydraulic Anomalies: A Review of Technologies and Challenges. Energies. 2025; 18(11):2877. https://doi.org/10.3390/en18112877
Chicago/Turabian StyleDuan, Bowen, Jinliang Gao, Huizhe Cao, and Shiyuan Hu. 2025. "Energy-Efficient Management of Urban Water Distribution Networks Under Hydraulic Anomalies: A Review of Technologies and Challenges" Energies 18, no. 11: 2877. https://doi.org/10.3390/en18112877
APA StyleDuan, B., Gao, J., Cao, H., & Hu, S. (2025). Energy-Efficient Management of Urban Water Distribution Networks Under Hydraulic Anomalies: A Review of Technologies and Challenges. Energies, 18(11), 2877. https://doi.org/10.3390/en18112877