Artificial Neural Networks in Membrane Bioreactors: A Comprehensive Review—Overcoming Challenges and Future Perspectives
Abstract
:1. Introduction
2. Fundamentals of Membrane Bioreactors (MBR)
2.1. Basic Principles of MBR Systems and Types of Configurations
2.2. Challenges in MBR Operation and Maintenance
3. Overview of Neural Networks
3.1. A Short Introduction to Artificial Neural Networks (ANN)
3.2. Different Types of ANN Architectures
3.3. Supervised and Unsupervised Learning
3.4. Applications of Neural Networks in MBR Wastewater Treatment
- (i)
- Neural network-based predictive modeling—Predicting membrane fouling
- (ii)
- Estimating Effluent Quality Parameters
- (iii)
- Neural-network-based control strategies
- (iv)
- Neural Network-Based Fault Detection and Diagnosis
3.5. Integration of Neural Networks with Other Advanced Techniques
- (i)
- Hybrid modeling and control approaches
- (ii)
- Exploitation of Deep Learning
3.6. Case Studies of Neural Network Implementation in MBR Systems
- (i)
- Case study 1: Modeling of transmembrane pressure
- (ii)
- Case study 2: Nutrient Removal Optimization
- (iii)
- Case Study 3: Fault Detection and Diagnosis in an MBR System
4. Challenges and Limitations of ANN in MBR Applications
5. Future Directions
- (i)
- Hybrid models combining neural networks with other AI techniques
- (ii)
- Advances in ANN Architectures and Training Methods
- (iii)
- Integration of IoT Devices and Sensors in MBR Systems
- (iv)
- Expanding the Scope of Neural Network Applications in Wastewater Treatment
6. Conclusions
Author Contributions
Funding
Institutional Review Board Statement
Informed Consent Statement
Data Availability Statement
Conflicts of Interest
References
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Neural Network Architecture | Implementation into MBR Systems | Strengths | Limitations | Ref. |
---|---|---|---|---|
Feedforward neural networks (FNNs) | Suitable for modeling static relationships between inputs and outputs | Easy implementation and training, widely used in MBR systems, good for revealing and simulating non-linear relationships | Unable to capture temporal dependencies in time series data | [11,12,13,14] |
Recurrent neural networks (RNNs) | Capable of modeling dynamic relationships between inputs and outputs in time-series data | Can decrypt temporal dependencies, useful for the prediction of membrane fouling and aeration control | More complex than FNNs. Usually longer training time and more training data are needed | [12,13,14] |
Implicit neural representation methods | Can implicitly represent complex geometries and functions, required for modeling complex structures and processes such as MBR systems | Better generalization and compact representations | Limited interpretability. Training and tuning are challenging | [18,19] |
Transformer architectures | Able to capture long-range dependencies and patterns in sequential data and spatially distributed data | Parallelizable architecture, useful for large-scale MBR systems and the process of big data | Significant computational resources are required. May need extensive hyperparameter tuning | [20,21,22] |
Convolutional neural networks (CNNs) | Can process spatially structured data, such as images or spatially distributed sensor data | Can identify/simulate local spatial dependencies, useful for fouling detection and analysis | Spatial data are rarely available. Limited applications in MBRs | [11,12,13] |
Deep Learning, (deep feedforward networks, deep RNN) | Capable of modeling complex, high-dimensional relationships between input and output | Can capture higher-order interactions. Improved accuracy and performance | Large dataset needed, high computational cost, and longer training time. | [12,13,14] |
AI Technique | Advantages | Disadvantages | Ref. |
---|---|---|---|
Neural networks | Suitable to reveal and model complex non-linear relationships; has demonstrated superior efficiency for various MBR applications (fouling prediction, control, fault detection) | A significant amount of representative data for training is required. Sensitive to noise and overfitting | [10,11,12] |
Fuzzy logic | Decision-making via a more human-like approach. Can handle uncertainly and inaccurate data | Expert knowledge is required for the design of fuzzy rules. Possibly low performance for very complex systems | [10,11,12,13] |
Genetic algorithms | Well-known and high-performance optimization. Applicability to multi-objective optimization problems. Can adapt to dynamic conditions | Usually, a large number of iterations is required, slow convergence, and high computational cost. | [11,13,14] |
Model predictive control (MPC) | Suitable to handle multivariable systems with several constraints, and estimated optimal solutions for control. | A mathematical model of the system is required. Usually has high computational cost. Maybe not be efficient for dynamic systems. | [12,13,14] |
Scope | Model Used | Input | Output | Results | Ref. |
---|---|---|---|---|---|
Efficient quantification of interfacial energy related to membrane fouling | Radial basis function (RBF) artificial neural network | Three probe liquid contact angles, zeta potential of sludge foulants, and separation distance | Interfacial energy | RBF ANN demonstrated high regression coefficient and accuracy with a lower computational cost that XDLVO approach | [24] |
Prediction of membrane fouling in an anoxic–aerobic MBR | Back propagation artificial neural network | pH, alkalinity, MLSS, COD, (TN), (NH4-N), (NO3-N), and TP | TMP | Satisfactory performance. From all variables examined the use of TNin–TNeff, TPin–TPan, and Nitratembr–Nitrateeff exhibited high correlation | [25] |
Evaluation and prediction of membrane fouling in a submerged MBR | Multi-layer perceptron and radial basis function artificial neural networks (MLPANN and RBFANN) combined with genetic algorithms | Time, TSS, CODin, SRT, MLSS | TMP and membrane permeability | LPANN and RBFANN showed superior efficiency towards the simulation of TMP and permeability The GA-optimized ANN increased the ANN accuracy | [26] |
Prediction of membrane fouling resistance in MBRs. | Artificial neural network (ANN), gene expression programming (GEP), and least square support vector machine (LSSVM) | MLSS, TMP, permeate flux, and temperature | filtration resistance (Rt) | LSSVM demonstrated higher performance. The transmembrane pressure and permeate flux were the most important inputs affecting the membrane fouling resistance. | [28] |
Simulation of the membrane fouling under sub-critical flux conditions | Back propagation artificial neural network optimized by genetic algorithms | Q, aeration ratio A/O, concentration of EPSS, concentration of EPS, initial TMP, and operating time | TMP | ANN performance was not as stable as that of the mathematical model; however, it had better accuracy under intermittent aeration conditions | [30] |
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Frontistis, Z.; Lykogiannis, G.; Sarmpanis, A. Artificial Neural Networks in Membrane Bioreactors: A Comprehensive Review—Overcoming Challenges and Future Perspectives. Sci 2023, 5, 31. https://doi.org/10.3390/sci5030031
Frontistis Z, Lykogiannis G, Sarmpanis A. Artificial Neural Networks in Membrane Bioreactors: A Comprehensive Review—Overcoming Challenges and Future Perspectives. Sci. 2023; 5(3):31. https://doi.org/10.3390/sci5030031
Chicago/Turabian StyleFrontistis, Zacharias, Grigoris Lykogiannis, and Anastasios Sarmpanis. 2023. "Artificial Neural Networks in Membrane Bioreactors: A Comprehensive Review—Overcoming Challenges and Future Perspectives" Sci 5, no. 3: 31. https://doi.org/10.3390/sci5030031
APA StyleFrontistis, Z., Lykogiannis, G., & Sarmpanis, A. (2023). Artificial Neural Networks in Membrane Bioreactors: A Comprehensive Review—Overcoming Challenges and Future Perspectives. Sci, 5(3), 31. https://doi.org/10.3390/sci5030031