A Comprehensive Review of Machine Learning Models for Optimizing Wind Power Processes
Abstract
:1. Introduction
2. Basic Concepts of the Wind Power and Turbines
2.1. Wind Power Turbines
- Integrating wind power ramp control strategies with the ability to effectively manage fluctuations associated with changing wind conditions;
- Implementing advanced models and ML techniques for selecting wind turbine types based on specific site conditions and expected wind resource characteristics.
2.2. Classic Methods in the Field of Wind Energy
- Vibration analysis measures the vibration frequencies of mechanical components, such as bearings or wind turbine shafts [39]. Different elements are analyzed through vibrations. Zhang et al. [40] studied the vibrations of traction cables that affect the wind turbine blades’ static tests. The study analyzed the influence of cable length and pulley position to provide recommendations to avoid resonance and reduce vibrations. If the amplitude of the vibrations exceeds a preset threshold, the system triggers an alert.
- Statistical process control uses historical data to identify deviations from normal parameters. For example, if the temperature of a motor rises above a specific value for more than several minutes, this indicates a problem. The analyzed studies emphasize the need for the statistical monitoring of wind energy. Numerical models are evaluated using statistical comparisons between simulated data and meteorological observations, emphasizing regional wind variability and underestimation or overestimation errors [41]. The article by Shambira et al. [42] used statistical distributions, such as Weibull, generalized extreme value (GEV), etc., to evaluate the wind energy potential. In the paper [43], the simulation of blade icing is optimized through statistical analyses that correlate factors such as wind speed, temperature, and liquid water content. This approach highlights nonlinear relationships for prediction. Nonlinearity highlights the need to explore ML models that offer better results in these scenarios.
2.3. ML Techniques in the Wind Power Context
- To optimize processes to maximize energy production;
- The prediction of meteorological events correlated with the prediction of energy production vs. network energy consumption;
- Ensuring the prediction of maintenance needs in wind farms.
2.4. The Latest Technological Advancements in Turbine Design Optimization
3. Methodology
3.1. Employed Methodology for ML Models Applied to Wind Power
- Peer-reviewed journal articles and conference proceedings;
- Studies explicitly discussing ML models applied to wind energy optimization;
- Research addressing performance evaluation metrics for ML models.
3.2. Employed Methodology for Analyzing Influencing Parameters
4. ML Models Classification for Wind Power
4.1. ML Models Applied to Wind Power
4.2. ML Models for Optimized Wind Power Concept
4.3. ML Models for Optimized Wind Power Process
4.4. Evaluation Metrics Employed by the ML Models for Optimized Wind Power Process
5. Analyzing Influencing Parameters in Wind Energy with ML
5.1. Statistical Literature Considerations
5.2. Detailed Literature Content Review of ML Applied in Wind Energy Optimization Process
- Twenty papers address wind energy and wind speed forecasting. These are divided as mentioned next (Figure 12):
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- Two papers conduct review-type analyses, noting that ML models are studied to optimize wind farm power generation and minimize downtime. Farrar et al. [88] explored ML applications in wind turbine control, covering wind speed and power prediction, mechanical fault detection, and electrical fault prevention. A novel physics-inspired neural network model [99] also integrated wake effects into wind power forecasting. Guo et al. [99] increased prediction accuracy by over 20% compared to traditional models. This approach highlights the importance of considering wake effects in short-term forecasting;
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- Five papers are specific forecasting studies. The study by Yelgeç and Bingöl [100] used LSTM, XGBoost, and Bayesian-optimized for weather forecasting. A comparative ML analysis in [101] optimizes LightGBM, reducing RMSE to 190.34 kW. Javaid et al. [102] evaluated hydrogen production from suburban wind, showing that LSTM provides the best estimates. In Mongolia, the models improved wind forecasting accuracy, reducing errors by up to 36.19% [103]. Xin et al. [104] presented a hybrid DL model for Baltic Sea wind speed forecasting in the context of wind energy.
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- Eight papers tackled wind energy production optimization from an ML perspective. Sireesha and Thotakura [105] analyzed the optimization of wind energy in Andhra Pradesh, India, using an optimized neural network model that achieved 97.1% accuracy. Another ML model was presented by Li et al. in the paper at [106] that enhances wind speed prediction through AI and proposes a new performance metric called AECP. According to Ashwin Renganathan et al. [107], ML- and LiDAR-based models optimize wind farm design. The ANN-Jensen model [108] improves the prediction of wake-induced power losses. In the paper by Luo et al. [109], DWFE used combined ML models for dynamic wake estimation. The HHO-XGBoost model proposed by Dong et al. [110] predicts offshore turbine vibrations. Song et al. [111] enhanced rotor speed prediction using LiDAR. The research by Mayer et al. [112] presented a data-driven method for predicting offshore turbine structural vibration accelerations using extreme gradient boosting;
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- Four papers adopted hybrid approaches, combining technologies. Safari et al. [113] introduced the DeepVELOX model for wind energy forecasting, achieving a MAPE of 0.0002 and an R2 of 1. In South Africa, a hybrid model demonstrated the feasibility of distributed wind generation for agriculture. Short-term offshore wind speed forecasting using seasonal econometrics, autoregressive integrated moving average as a comparison with AI models is presented in the paper [114]. Kirchner-Bossi et al. [115] developed a hybrid physics–data-driven model, improving short-term wind energy forecasting by 16% through optimized predictor selection. A novel 48 h forecast model for small turbines used hybrid methods and neural networks, reducing errors by integrating seasonal and historical variables [116].
- Fifteen papers address wind turbine optimization and control via ML methods. These are categorized as stated below:
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- Five papers are case studies conducting applied analyses on specific data. Advanced wind turbine optimization techniques include indirect control for tracking the maximum power point of doubly fed induction generators [118], ML-based modeling, and periodic pitch angle adjustment to improve energy production [119]. Also, in the paper by Dorosti et al. [120], the optimization of VAWT was proposed using an ML and optimized torque control based on wind speed estimation [121]. Optimization methods such as neural networks and genetic algorithms reduce computational costs and enhance the performance of diffuser-augmented turbines [122];
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- Eight papers present innovative studies, which include new methods and advanced techniques. These studies have proposed solutions, such as integrating an ANN-based framework for power and turbine lifespan prediction. This was made possible through a two-stage control system that extends the lifespan of wind farms with minimal power reduction [123]. Additionally, location-specific wake steering techniques and ML models were introduced to improve energy production and reduce fatigue loads [124]. Flow control in wind farms using reinforcement learning (RL) has demonstrated improvements in energy production and a reduction in computational costs [125,126]. Using computational fluid dynamics (CFD) and ML, aerodynamic optimization and noise reduction for vertical Savonius rotors bring notable performance improvements [127].
- Twelve papers address the issue of fault detection and maintenance from the perspective of ML and optimization of wind power production processes. These are divided according to the previously used categories as indicated next:
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- A case study by Santiago et al. [97] synthesized materials from the literature on fault detection and diagnosis in wind turbines so that the condition of components can be predicted and significant failures can be prevented before they affect performance. The article [97] analyzed various predictive maintenance approaches that use data collected from sensors and supervisory control and data acquisition (SCADA) systems to predict issues before they materialize and to determine the necessary corrective actions;
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- Seven articles present case studies discussing the application of ML IoT technologies for improving the performance and maintenance of wind turbines [128]. The studies explore the use of ML for analyzing turbine manufacturing operations [129], energy prediction [98], fault diagnosis [130,131], and anomaly detection based on power curves and ensemble learning [132]. Additionally, methods are investigated for classifying imbalanced data for generator fault detection [133] and drivetrain fault diagnosis in turbines through advanced DL techniques combined with signal processing [134];
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- Four papers are positioned as innovative content articles. These present how ML and advanced technologies are applied to improve the efficiency of wind turbines and fault detection. The studies examine the use of ML for intelligent fault detection and turbine placement optimization [96] and for optimizing sensor node placement for anomaly detection [135]. Additionally, methods for automatically quantifying turbine blade edge erosion based on field images [136], fuzzy reliability assessment, and fault prediction using ML [137] are investigated. ML models address the issue of wind turbine placement by analyzing meteorological data (wind speed and direction, turbulence frequency), topography (terrain height, natural or artificial obstacles), and the interaction between turbines through the “wake” effect (the wind shadow area) created by neighboring turbines. Based on this data, ML techniques identify optimal turbine configurations. The goal is to maximize energy production. The results are obtained through simulations and adjustments based on continuous feedback from experimental data. From these considerations, the necessity of a large volume of data that can be analyzed arises.
- Seven papers investigate wake effects and airflow control, being divided as listed below:
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- A case study by Park et al. [141] proposes an ML-based forecasting system to improve prediction accuracy in the wind energy sector, considering the wake effect on wind turbines. This paper uses SCADA data to predict wind speed and power generation, evaluating errors through various regression metrics;
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- Three articles present applications in the field of this category. Gajendran et al. [142] propose an ML model based on symbolic regression for forecasting wind turbine wakes under rotation conditions. This paper accurately predicted wind deflection and velocity deficit. Kaseb and Montazeri [143] study the use of metamodels for aerodynamic optimization of a ducted aperture in a tall building to maximize the wind speed when a wind turbine captures. This recorded remarkable results in increasing available power. The third paper analyzes the application of ML in the wind energy field from design to energy-water interaction, highlighting the importance of metamodels [144].
- Six papers address the optimization of hybrid systems and energy storage. These are divided as detailed next:
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- Three case study-type articles. Firstly, the research conducted by Zhou et al. [145] discusses advances in ML related to multi-energy communities by analyzing their mechanisms and applications. Secondly, Bedakhanian et al. [146] also present a thermo-economic and environmental assessment of compressed air energy storage (CAES) integrated with a wind farm in Denmark. Thirdly, Neshat et al. [104] explore a DL model for short-term wind forecasting at the Lillgrund offshore wind farm;
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- Three articles present new methods and advanced technologies for optimizing these systems. Veers et al. [147] describe significant challenges in future wind turbines’ design, manufacturing, and operation. Additionally, using ML techniques, Behzadi et al. [148] present an efficient solution for hybridizing renewable energy with hydrogen-based storage to reduce peak demand. Moreover, Ding et al. [149] propose an innovative methodology for optimizing a renewable energy system, power to gas, and solid oxide fuel cells.
6. Discussion
6.1. Detailed Analysis of Results
6.2. Comparative Analysis of ML Models
- 1 point: Impossible to use in practice and not used in optimizing wind energy production;
- 2 points: Low performance associated with simple models, with modest results in the field;
- 3 point: Average performance for which ML models are intensively analyzed in the literature but which have been identified with a series of limitations;
- 4 points: Good performance in the field of wind energy production optimization;
- 5 points: Excellent performance determined by complex models capable of efficiently optimizing energy production.
6.3. Research Gaps Identification and Study Limitations
- No studies specifically address the influence of geographic topology or turbine height on wind energy optimization. These factors help to understand the localized wind patterns and should be addressed in the literature as future research;
- The literature lacks standardized evaluation metrics for comparing ML models in wind energy optimization. This inconsistency complicates the assessment of model reproducibility of results;
- Clustering methods like K-Means and DBSCAN are underexplored in wind energy optimization. These techniques should be explored to identify patterns in wind turbine behavior;
- Most studies focus narrowly on forecasting wind speed or power output rather than addressing comprehensive production optimization. This fragmentation limits the development of unified optimization frameworks;
- Techniques like PCA and t-SNE are rarely used for dimensionality reduction in wind energy datasets. These methods could simplify complex data pattern recognition;
- Climatic conditions, terrain topology, and grid connectivity are underrepresented in the literature. These factors influence wind energy production and require deeper investigation;
- Many studies consistently fail to report key performance metrics (e.g., accuracy, F1-Score, AUC-ROC). This gap hinders the ability to compare and validate ML models effectively;
- Most studies focus on short-term forecasting and optimization, leaving long-term strategies underexplored;
- Hybrid approaches that combine physics-based models with ML techniques are rare. These models could better capture the complex dynamics of wind energy systems;
- The fragmented nature of the current research highlights the need for unified frameworks that integrate meteorological variables, historical data, and operational constraints for comprehensive optimization.
6.4. The Impact of Discoveries on the Improvement of Wind Energy and Future Solutions
- Intelligent management of renewable resources through production optimization;
- The implementation of digital twin technology in energy networks;
- Enhancing wind turbine efficiency through predictive maintenance;
- Optimizing wind energy production through adaptive control;
- Integrating renewable sources into smart grids using advanced forecasting models;
- Improving energy storage efficiency with ML-based technologies that analyze demand and supply in real-time.
6.5. Recommendations for Future Research
- Wind speed and direction at different altitudes;
- Temperature and atmospheric humidity;
- Atmospheric pressure;
- Turbulence and extreme phenomena (storms, gusts of wind);
- Short-term and long-term forecasts for climate variations.
- The altitude and geographical structure of the area;
- Natural or artificial obstacles that can influence airflow;
- The distribution of turbines in wind farms;
- The impact of the wake effect;
- Operational data regarding network integration.
- The power produced depends on the weather conditions;
- The efficiency of turbines at different wind speeds;
- Data regarding component wear;
- The degree of necessity of maintenance;
- Malfunctions detected;
- The operating duration of the turbines.
7. Conclusions
- Frequent use of advanced ML models, such as ANNs, random forest, and gradient boosting, due to their ability to analyze complex data;
- Traditional models, such as linear and logistic regression, are used less frequently, as they cannot capture the complexity of phenomena influencing wind energy production;
- Unsupervised models, such as K-means and DBSCAN, are not significantly utilized, suggesting that cluster analysis is not yet widely exploited in this field;
- Growing interest in hybrid methods, which combine traditional and advanced approaches to improve predictions;
- Current limitations include difficulty accessing relevant data and the lack of standardized methodologies for evaluating model performance specific to wind energy production.
- Neural network-based models are the most efficient for forecasting wind energy production due to their ability to analyze complex patterns in historical data;
- Random forest and gradient boosting models help identify and optimize factors influencing turbine performance;
- Hybrid models, which combine ML techniques, demonstrate the potential of integrating multiple methods into a unified approach;
- Integrating ML into wind farm management reduces uncertainty related to wind variability and improves resource utilization.
- Wind speed and energy production;
- Turbine layout;
- Predictive maintenance and turbine durability.
- Improving wind energy forecasting strategies;
- Increasing the operational efficiency of wind turbines;
- Reducing costs and environmental impact;
- Opening new research directions.
- Developing more extensive and accurate datasets;
- Exploring more advanced ML methods;
- Optimizing hybrid architectures;
- Developing standardized methodologies for evaluating the performance of models explored for optimizing wind energy production processes.
Supplementary Materials
Author Contributions
Funding
Institutional Review Board Statement
Informed Consent Statement
Data Availability Statement
Conflicts of Interest
Abbreviations
ANN | Artificial neural network |
ARID | Active Rotary Inertia Driver |
CAES | Compressed air energy storage |
CFD | Computational Fluid Dynamics |
CNN | Convolutional neural network |
DBSCAN | Density-Based Spatial Clustering of Applications with Noise |
DL | Deep learning |
EHSS | Energy Harvesting and Speed Sensing |
GEV | Generalized extreme value |
HAWT | Horizontal Axis Wind Turbines |
IoT | Internet of Things |
KNN | K-Nearest Neighbor |
LSTM | Long short-term memory |
ML | Machine learning |
PCA | Principal Component Analysis |
RL | Reinforcement learning |
RNN | Recurrent Neural Network |
SCADA | Supervisory Control and Data Acquisition |
SVMs | Support Vector Machines |
T3-FLS | Type-3 fuzzy logic system |
t-SNE | t-Distributed Stochastic Neighbor Embedding |
VAWT | Vertical Axis Wind Turbines |
WOS | Web of Science |
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ML Model | Performance Metrics | Number of Publications |
---|---|---|
Linear Regression | R2 | 1 |
Mean Absolute Error | 3 | |
Mean Squared Error | 2 | |
Root Mean Squared Error | 2 | |
Logistic Regression | Accuracy | 0 |
Precision | 0 | |
Recall | 0 | |
F1-Score | 0 | |
AUC-ROC | 0 | |
KNNs | Accuracy | 1 |
Precision | 1 | |
Recall | 1 | |
F1-Score | 1 | |
AUC-ROC | 0 | |
SVMs | Accuracy | 2 |
Precision | 0 | |
Recall | 0 | |
F1-Score | 0 | |
AUC-ROC | 0 | |
Decision Trees | Accuracy | 1 |
Precision | 0 | |
Recall | 0 | |
F1-Score | 0 | |
AUC-ROC | 0 | |
Random Forest | Accuracy | 3 |
Precision | 2 | |
Recall | 0 | |
F1-Score | 0 | |
AUC-ROC | 0 | |
ANNs | Accuracy | 6 |
Precision | 0 | |
Recall | 0 | |
F1-Score | 0 | |
AUC-ROC | 0 | |
CNNs | Accuracy | 1 |
Precision | 0 | |
Recall | 0 | |
F1-Score | 0 | |
AUC-ROC | 0 | |
RNNs | Accuracy | 3 |
Precision | 0 | |
Recall | 0 | |
F1-Score | 0 | |
AUC-ROC | 0 | |
Naive Bayes | Accuracy | 0 |
Precision | 0 | |
Recall | 0 | |
F1-Score | 0 | |
AdaBoost | Accuracy | 0 |
Precision | 3 | |
Recall | 0 | |
F1-Score | 0 | |
Gradient Boosting | Accuracy | 3 |
Precision | 3 | |
Recall | 1 | |
F1-Score | 1 | |
XGBoos | Accuracy | 1 |
Precision | 1 | |
Recall | 0 | |
F1-Score | 0 | |
K-Means | Silhouette | 0 |
Davies–Bouldin Index | 0 | |
Inertia | 0 | |
DBSCAN | Silhouette | 0 |
Davies–Bouldin Index | 0 | |
PCA | Explained Variance Ratio | 0 |
Reconstruction Error | 0 | |
t-SNE | Perplexity | 0 |
Trustworthiness | 0 | |
Markov Chains | Transition Matrix | 0 |
Stationary Distribution | 0 |
ML Model | Strengths | Limitations | Applications in Wind Energy |
---|---|---|---|
Linear Regression | Simple, interpretable, fast to train | Limited accuracy for nonlinear relationships | Baseline forecasting, power curve modeling |
Logistic Regression | Effective for classification tasks | Not suitable for continuous output prediction | Fault detection, failure classification |
KNNs | Works well with small datasets, non-parametric | Computationally expensive for large datasets | Wind pattern recognition, anomaly detection |
SVMs | High accuracy for classification problems | Slow training on large datasets requires feature scaling | Wind speed and power prediction |
Decision Trees | Easy to interpret, handles nonlinear data | Prone to overfitting without pruning | Wind turbine performance assessment |
Random Forest | Robust, reduces overfitting | Computationally expensive | Energy output prediction, predictive maintenance |
Gradient Boosting | High accuracy, handles complex patterns | Prone to overfitting with small datasets | Wind speed forecasting, turbine fault prediction |
XGBoost | Optimized for speed and performance | Requires careful hyperparameter tuning | Wind farm energy production modeling |
ANNs | Handles complex nonlinear relationships | Computationally intensive, requires large datasets | Power output optimization, predictive maintenance |
CNNs | Excels in pattern recognition from spatial data | Requires large, labeled datasets | Wind turbine image-based fault detection |
RNNs | Effective for sequential and time-series data | Prone to vanishing gradient problem | Wind speed and power time-series forecasting |
DL | High accuracy, learns complex patterns | Requires high computational power | Multi-variable wind energy forecasting |
ML Model | Precision (Score) | Efficiency (Score) | Weakness |
---|---|---|---|
Linear Regression | 2 | 4 | Cannot model complex nonlinear relationships |
Logistic Regression | 2 | 3 | Poor performance for multi-class and complex problems |
KNNs | 3 | 2 | Computationally expensive for large datasets |
SVMs | 4 | 3 | Slow training for large datasets |
Decision Trees | 3 | 3 | Overfits easily without pruning |
Random Forest | 4 | 4 | Hard to interpret, computationally expensive |
Gradient Boosting, XGBoost, AdaBoost | 5 | 4 | Requires hyperparameter tuning, high computational cost |
ANNs | 5 | 4 | Black-box nature requires large datasets |
CNNs | 5 | 3 | The high computational power required |
RNNs, LSTM | 4 | 3 | Long training times, vanishing gradient issue |
DL–Hybrid models | 5 | 4 | It needs big data, computationally expensive |
K-Means Clustering | 3 | 3 | Poor performance on noisy data |
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Rosca, C.-M.; Stancu, A. A Comprehensive Review of Machine Learning Models for Optimizing Wind Power Processes. Appl. Sci. 2025, 15, 3758. https://doi.org/10.3390/app15073758
Rosca C-M, Stancu A. A Comprehensive Review of Machine Learning Models for Optimizing Wind Power Processes. Applied Sciences. 2025; 15(7):3758. https://doi.org/10.3390/app15073758
Chicago/Turabian StyleRosca, Cosmina-Mihaela, and Adrian Stancu. 2025. "A Comprehensive Review of Machine Learning Models for Optimizing Wind Power Processes" Applied Sciences 15, no. 7: 3758. https://doi.org/10.3390/app15073758
APA StyleRosca, C.-M., & Stancu, A. (2025). A Comprehensive Review of Machine Learning Models for Optimizing Wind Power Processes. Applied Sciences, 15(7), 3758. https://doi.org/10.3390/app15073758