Machine Learning for Optimizing Urban Photovoltaics: A Review of Static and Dynamic Factors
Abstract
1. Introduction
1.1. Gap and Novelty
1.2. Research Questions
- Which static (e.g., roof form, panel orientation) and dynamic (e.g., irradiance variability or transient shading) variables most influence urban PV performance?
- Which ML models (ANN, SVM, deep learning, or ensemble methods) best predict that performance when these variables are analyzed together, balancing accuracy and efficiency?
2. Methodology
2.1. Academic Literature Review (WOS, Scopus)
- (1)
- How have ML techniques been utilized to optimize and forecast energy performance in rooftop PV and BIPV systems?
- (2)
- What critical static and dynamic factors influence these systems?
- (3)
- What key performance indicators (KPIs) have been employed to assess the effectiveness of these ML methodologies?
2.2. EU-Funded Projects—CORDIS (State of the Art)
- (1)
- “photovoltaic” AND “machine learning”;
- (2)
- “photovoltaic” AND “artificial intelligence” AND (“urban” OR “city”).
2.3. Market Scan (State of the Practice)
2.4. Mathematical Models and Key Tools for Optimizing Urban PV
2.5. Descriptive Quantitative Synthesis
2.6. Compact Meta-Analysis: Effect-Size Extraction and Pooling
2.7. Text Mining and Topic Modeling
3. Results from the In-Depth Investigation
3.1. Literature Review
3.1.1. Static vs. Dynamic Factors—Definitions, Metrics, and Effect Sizes
3.1.2. Compact Meta-Analysis of Predictive Accuracy
3.2. Quantitative Overview of Included Sources
3.3. EU-Funded Projects
3.4. Market Analysis
3.5. Research Hotspots from Text Mining
4. Discussion
4.1. Converging Trends
4.2. Persistent Limitations
4.3. Future Research Directions
4.4. Policy and Planning Implications
- Encode heritage and morphology constraints—conservation zones, roof pitch/visibility, setbacks, façade protections—as explicit features and filters in cadastres and models to safeguard historic fabric while targeting feasible PV envelopes.
5. Conclusions and Suggestions for Future Research Works
- ▪
- Empirical validation in cities with high aerosol optical depth (Delhi).
- ▪
- Formal uncertainty quantification for reinforcement-learning energy managers.
- ▪
- Social-acceptance and ethical implications of ubiquitous rooftop sensing.
Author Contributions
Funding
Conflicts of Interest
Abbreviations
PV | Photovoltaic |
ML | Machine Learning |
ANN | Artificial Neural Network |
CNN | Convolutional Neural Network |
SVM | Support Vector Machine |
RF | Random Forest |
DRL | Deep Reinforcement Learning |
GAN | Generative Adversarial Network |
GNN | Graph Neural Network |
BIPV | Building-Integrated Photovoltaics |
BIPV/T | Building-Integrated Photovoltaic/Thermal |
MLPE | Module-Level Power Electronics |
MPC | Model Predictive Control |
GIS | Geographic Information System |
EU | European Union |
IEA | International Energy Agency |
IRENA | International Renewable Energy Agency |
NREL | National Renewable Energy Laboratory |
PRISMA | Preferred Reporting Items for Systematic Reviews and Meta-Analyses |
KPIs | Key Performance Indicators |
WoS | Web of Science |
CORDIS | Community Research and Development Information Service |
H/W | Height-to-Width ratio |
SVF | Sky-View Factor |
TinyML | Tiny Machine Learning |
UQ | Uncertainty Quantification |
Appendix A
Study (Author, Year, Venue) | Topic/Context | Design/ Data | Outcome Metric(s) | Key Quantitative Results (As Reported) | Baseline Comparator | Effect-Size Conversion for Meta | Eligible Stratum (Surface/Horizon) | Use in Meta? | Notes/ Caveats |
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[47] | BIPV module temperature prediction (AI hybrid GE + DE) vs. Sandia | 2-year monitored BIPV; day-types (Sunny/Cloudy/Diffuse); 2000 train + 220 test | Relative Error (%) of module temperature | Sunny 2.07% (Sandia 13.10%); Cloudy 3.34% (18.69%); Diffuse 1.55% (15.01%) | Sandia thermal model | log error ratio (ML vs Sandia) per sky; Sunny: y = −1.845 (~84.2%↓), Cloudy: y = −1.722 (~82.1%↓), Diffuse: y = −2.270 (~89.7%↓) | Module temp; all-day incl. night | No | Temperature outcome (not power/irradiance); report separately from forecasting meta. |
[84] | Colored BIPV: STC Isc prediction + one-diode circuit | 110 obs (base + mixed colors); 10-fold CV (lab STC) | MAE/RMSE/R2 on %-Isc | SVR(opt) MAE 0.22, RMSE 0.24, R2 0.99; GPR(opt) MAE 0.13, RMSE 0.17, R2 0.99 | Linear models/alternative ML | If baseline error available → log error ratio; else Fisher z from R (lab STC, not urban power) | Module STC (lab) | No | Laboratory STC task; not comparable to urban forecasting/irradiance correlation. |
[89] | BIPV output power forecasting (1 kW) with LSTM–FF–DF vs. LSTM/DF/FF | 1-year (2022–2023); seasonal analysis; train/test split | MSE, RMSE, R2, MAE, MAPE; by season/sky | Summer R2 0.8825; RMSE 2.42; Clear/Overcast/Rain errors 3.5%/7.8%/10.1% | Other deep/ML models | Fisher z from R2 (use seasonal arm); avoid ambiguous MAPE units | Rooftop BIPV; hourly/seasonal | Yes | Use R2 (clear definition); flag the MAPE unit ambiguity. |
[90] | Day-ahead hourly BIPV power forecast: LR vs. SVR vs. KNN | 6 years (2015–2021); 5.23 kWp string; 5-fold CV | MAE, RMSE, R2 | LR RMSE 396.93; SVR 367.63; KNN 374.45; R2: LR 0.82; SVR 0.85; KNN 0.84 | Linear Regression (baseline) | log error ratio (SVR vs. LR) on RMSE: y = −0.077 (~7.4% ↓) | Rooftop string; hourly (day-ahead) | Yes | Ratios cancel unit; author names/venue details to be completed if available. |
[25] | Optimal config and ANN prediction of annual energy (2T/3T/4T) for BIPV | ATLAS + 5 Japanese cities; k-fold; Bayesian opt. | E_out annual (kWh/m2·y); MAE/RMSE/R | 4T mean-max: Roof 263.02; South 153.59; East 93.63; West 91.75 kWh/m2·y | Cross-model comparisons | Not comparable to forecasting error; possible log-ratio of means for orientation comparisons | Annual yield per surface | No | Simulation-heavy annual yield; out of scope for accuracy pooled meta. |
[91] | ANN for 4T PSK/Si annual energy (BIPV) | ATLAS + realistic conditions; arch. optimization | E_out annual; MSE; R | Roof 297.73; East 115.01; South 193.98; West 97.60 kWh/m2·y; R ≈ 0.99999 | — | Correlation exists but from simulated dataset; do not pool with urban measured accuracy | Annual yield per surface | No | Exceeds scope of pooled accuracy meta (simulated/annual). |
[36] | ANN for 2T PSK/Si annual energy (BIPV) | ATLAS + Gifu-2015; 17-neuron hidden layer | E_out annual; R; MSE; η annual | Roof 282.54; East 105.07; South 174.71; West 90.79 kWh/m2·y; R ≈ 0.99979 | — | Same as above (simulated annual); not pooled | Annual yield per surface | No | Narrative only; not in pooled accuracy. |
[92] | Smart building sustainability via PV output forecasting (BIPV) | Cairo rooftop + SCAPS 3.3; ANN (NARX) | MSE on V_out | Best MSE ≈ 0.019 (voltage) | Other ANN variants | Not comparable (voltage outcome) | Rooftop; forecasting (V) | No | Outcome ≠ power/irradiance; excluded from pooled meta. |
[93] | ML-enhanced all-PV blended systems (roof + window) | Scenario framework (MY/Toronto/Cape Town); inverter sizing; tariffs | Energy coverage; inverter size | Inverter ≈ 1.02–1.28 kW (dual/tri) | — | Not applicable | System design (scenario) | No | No accuracy/error outcomes. |
[94] | Adoption decision modeling (SVM; feature selection) | 64 BIPV vs 58 BAPV; 16 features | Feature importance (classification) | Top drivers: EBM/m2, interest rate, irradiation, CAPEX/m2 | — | Rank aggregation only; not pooled | Adoption decision | No | No accuracy/error metric relevant to forecasting. |
[16] | Survey of ML for urban PV potential (taxonomy) | Literature survey; metric distributions | — | Framework + metric ranges | — | Not applicable | — | No | Background framework; not pooled. |
[49] | Parametric + ML at building scale (roof vs. façade) | Height/spacing; orientation; irradiance and installability | Irradiance (kWh/m2·y); installability (%); energy/area | Roof installability ≈ 98%; façades (>24 m) 39–46%; irradiance ≈ 570–680; energy/area: roof ≈ 46, façades ≈ 75–87 | — | Possible log-ratio of means (roof vs. façade) for narrative only | Roof vs. façade; annual | No | Annual potential; not an accuracy/error outcome. |
[17] | Urban morphology → façade irradiance (RF + SHAP); FIPV optimization | High-rise façades; 10-fold CV; NSGA-II | R2; SHAP; payback; energy | R2 ≈ 0.696; Payback ≈ 8.44 y; Energy ≈ 55,961 kWh | — | Fisher z from R2 (correlation family) | Façade; annual | Yes | Correlation arm; compatible with pooled r. |
[73] | City-scale roof and façade irradiation (GA-GAT) | Manhattan (~45k bldgs); LoD-1 3D; Rhino + Ladybug labels | RMSE, R2 (intensity and total; roof/façade) | Roof total R2 0.9543; Façade total R2 0.9218 | Multiple ML baselines (SVM/RF/GBDT/DNN/GCN/GAT/GraphSAGE) | Fisher z from R2 (roof and façade arms treated as separate contrasts) | Roof and Façade; city-scale | Yes | Two arms; consider equal weight to avoid over-representation. |
[19] | Shadow-Attention GNN; city-scale irradiation; NZEB/NZEL | NYC (~1.08 M bldgs); 1-m grid; labeled with Ladybug | “Accuracy” (treated as R2) + PV potential + payback | Roofs ≈ 0.964; Façades ≈ 0.897 (treated as R2) | ML/GNN baselines | Fisher z from treated R2 | Roof and Façade; city-scale | Yes | Footnote: ‘Accuracy’ interpreted as R2 for pooling; state explicitly in text. |
[35] | Hourly BIPV power prediction; RNN + feature engineering | 50 kW rooftop; 64 days; 7 weather vars; multi-model | MAPE, CV(RMSE), MAD | Overall MAPE 23.79%; Clear 6.89%; Cloudy 19.21%; Overcast 51.34% | ANN/SVM/CART/CHAID/RF | Could compute the log error ratio if the baseline is specified clearly | Roof; hourly | No | Outside 2020–2025 window; keep narrative only. |
[54] | Short-term BIPV prediction (roof and S/E/W façades) | 5 min to hourly; meteorological inputs; per-orientation models | RMSE, R2, MAE, MAPE | NN: Roof R2 0.8632; South 0.8706; East 0.8833; West 0.8807 | QSVM/Decision Tree | Fisher z from R2; treat orientations as parallel arms (equal weight) | Roof and Façades; 5 min/hourly | Yes | Multiple arms; avoid overweighting by equal weighting across orientations. |
[30] | Very short-term PV forecasting (5 min): CNN, LSTM, CNN-LSTM | PEWH (435 panels); multivariate; 70/15/15 split | MAE, MSE, RMSE (plotted) | Hybrid CNN-LSTM best; exact numbers only in figures | CNN vs. LSTM | Needs digitization of plotted RMSE/MAE to compute the log error ratio | Building-level; 5 min | No | Exclude until numeric values are extracted from figures. |
[85] | PV shading devices (PVSDs): geometric optimization + ML-based adaptive control | EnergyPlus (15 min); TGP + DTC; Guangzhou office | Cooling and lighting demand; PV yield; Net energy; UDI | Cooling + lighting ↓ up to 48.7%; Net energy + 1034 kWh/yr; UDI ↑ up to 71.6% | Static shading/no-ACM | Percent savings/deltas; not an accuracy error metric | Building-level; annual/operational | No | Control/operations outcomes; not pooled in forecasting meta. |
Search Area | Search String and Criteria | Inclusion Criteria | Exclusion Criteria |
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Scientific literature (peer-reviewed articles, systematic reviews) | Search string on WOS and Scopus: TS = (“urban photovoltaic” OR “urban PV” OR “building-integrated photovoltaics” OR “BIPV”) AND TS = (“machine learning” OR “ML” OR “deep learning” OR “artificial intelligence” OR “AI”) AND TS = (“optimization” OR “prediction” OR “forecasting” OR “energy management” OR “energy performance”) AND PY = (2020–2025) Search in: Title, abstract, keywords Language: English Publication date: 2020–2025 |
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CORDIS database (EU-funded projects) | Search string: (1) ‘photovoltaic’ AND ‘machine learning’ (2) ‘photovoltaic’ AND ‘artificial intelligence’ AND (‘urban’ OR ‘city’) Search in: CORDIS (EU-funded projects database) Language: English Implementation dates: March 2020–March 2025 Results found: string1:45, string2:18 |
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Market analysis (key manufacturers and product innovations) | Sources reviewed: BloombergNEF, International Energy Agency (IEA), Wood Mackenzie, GlobalData, Crunchbase, Dealroom, Intersolar Europe conference Criteria: Identification of ML-integrated solutions from global manufacturers and innovative startups offering products and services for urban PV (smart PV modules, inverters, solar trackers, energy management software). Timeframe: March 2020–March 2025 |
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No. | Reference | Year | What Did the Work Do? | What Method Did It Use? |
---|---|---|---|---|
1 | Ekici et al. [24] | 2022 | The study optimized three high-rise buildings of the Europoint complex in Rotterdam to become self-sufficient in both energy consumption and food production (specifically lettuce), aiming to meet the needs of the residents and partially the surrounding neighborhood. | It applied the MUZO methodology, combining parametric modeling, energy, and daylight simulations (using Honeybee, Ladybug, and Radiance), artificial neural networks (ANN) for surrogate modeling, and 13 optimization algorithms (including NSGA-II, PSO, and CMA-ES) to explore a 117-variable design space. |
2 | Zhou and Zheng [48] | 2024 | The study developed a co-simulated framework that interconnects materials, components, buildings, and districts to support sustainability transitions and climate adaptation in the building sector. | It employed a cross-scale simulation platform combining physical modeling, AI-driven data analytics, and digital twin technologies to assess thermodynamic and energy performance from nano-scale materials to district systems. |
3 | Zhou [88] | 2023 | The study developed a dynamic self-learning grid-responsive strategy for battery sharing in a building-vehicle energy network to improve techno-economic performance and reduce battery aging through optimised energy interactions. | It used multi-objective optimisation (based on an advanced Pareto archive NSGA-II algorithm) and posteriori multi-criteria decision-making using a weighted Eulerian distance-based method. |
4 | Zhao et al. [95] | 2024 | The study examined the nonlinear impacts of socioecological factors on the spatial distribution of urban solar photovoltaic (PV) capacity in China using data from 295 prefecture-level cities. | It applied machine learning methods—specifically decision tree, random forest, and extreme gradient boosting (XGBoost)—along with SVM-RFE for feature selection and spatial statistical techniques for pattern analysis. |
5 | Zhao et al. [34] | 2024 | The study developed a hierarchical machine learning model to predict large-scale solar irradiation, shading impacts, and BIPV electricity generation on building façades using urban morphological indicators. | It employed supervised machine learning regression models—including random forest and neural networks—trained on simulated solar data and urban morphological parameters in Melbourne, Australia. |
6 | Yan et al. [31] | 2023 | The studies estimated urban-scale photovoltaic potential by constructing 3D building models from high-resolution satellite imagery using deep learning. | It used two convolutional neural networks—Rooftop Segmentation Model and Height Prediction Model—combined with morphological post-processing and PV potential estimation techniques. |
7 | Xu et al. [51] | 2020 | The authors developed a data-driven dynamic pricing framework for sharing rooftop photovoltaic energy within a single apartment building. | They combined a long short-term memory (LSTM) network for PV generation prediction, a neural network for simulating demand response, and a model-free Q-learning algorithm for determining optimal dynamic pricing. |
8 | Weerasinghe et al. [94] | 2022 | The authors developed a machine learning model to predict decision-making for adopting building-integrated photovoltaics (BIPV) in non-domestic buildings, using real-world project data primarily from Western countries and applying it to the Australian context. | They employed a Support Vector Machine (SVM) algorithm with a radial basis function (RBF) kernel to classify adoption decisions based on 16 project features. |
9 | Valderrama et al. [16] | 2023 | The study surveyed machine learning applications for estimating urban photovoltaic potential using a hierarchical framework and proposed a novel classification of input and output variables to identify trends and research gaps. | It employed a literature review methodology focused solely on machine learning-based approaches across five sub-domains of PV potential estimation. |
10 | Tian and Ooka [49] | 2025 | The study proposed a comprehensive method to forecast building-scale solar energy potential using parametric 3D modeling and assessed the impact of building parameters on PV performance across thousands of urban scenarios. | It employed solar radiation simulations, global sensitivity analysis, and machine/deep learning algorithms such as CNN, MLP, and random forest for prediction. |
11 | Giudice et al. [95] | 2025 | The study proposed a data-driven benchmarking process to analyze long-term energy monitoring data from residential buildings to fairly allocate incentives in collective self-consumption groups. | It used a data-driven energy benchmarking method applied to a monitored multi-flat residential building equipped with centralized photovoltaics. |
12 | Tao et al. [17] | 2024 | The study analyzed the influence of urban morphology on the solar potential of high-rise facades in Hong Kong and optimized façade-integrated photovoltaic (FIPV) design to improve energy performance. | The authors applied a random forest algorithm combined with Shapley Additive Explanations (SHAP) to evaluate feature importance, followed by Non-dominated Sorting Genetic Algorithm II (NSGA-II) for multi-objective optimization. |
13 | Tang et al. [96] | 2025 | The study assessed the annual power generation potential of building-integrated photovoltaics (BIPV) across multiple Chinese cities by creating typical Local Climate Zone (LCZ) models and incorporating urban heat island effects. | It combined physical simulations (using Ladybug and the Urban Weather Generator), 3D modeling, and a random forest machine learning model enhanced with SHAP and PDP analyses for interpretable predictions. |
14 | Tan et al. [97] | 2023 | The study proposed an improved deep learning-based method for more accurate segmentation of photovoltaic (PV) panels from remote sensing images by using prior knowledge of color and shape features. | It used a deep learning segmentation framework enhanced with a custom Constraint Refinement Module (CRM) that incorporated color and shape loss functions to refine predictions. |
15 | Tan et al. [37] | 2024 | The study developed a generative AI framework using text-guided stable diffusion inpainting to generate rooftop PV image data for improving segmentation robustness and reducing reliance on real datasets. | It used a text-guided stable diffusion inpainting model combined with the SegFormer segmentation network to evaluate the impact of generated data on rooftop PV detection performance. |
16 | Sow et al. [98] | 2024 | The authors evaluated and compared the performance of univariate and multivariate AI models for photovoltaic energy prediction and energy management in a BIPV-connected smart grid. | They used AI techniques, including LSTM, CNN-LSTM (for univariate), XGBoost, and random forest (for multivariate) on time-series data from a real BIPV house. |
17 | Sow et al. [39] | 2023 | The study developed very short-term photovoltaic energy prediction models for a winter building using deep learning to enable automated energy management. | It employed univariate time-series forecasting using a convolutional neural network (CNN), long short-term memory (LSTM), and a hybrid CNN-LSTM model. |
18 | Sow et al. [50] | 2023 | The study developed and tested deep learning models to predict photovoltaic energy production and evaluate building decarbonization for BIPV systems. | It used convolutional neural networks (CNN) integrated with BIM data and 3D photogrammetric point clouds, and compared them against several machine learning models. |
19 | Shirazi and Quest [90] | 2024 | The study forecasted day-ahead power generation of a BIPV system in Switzerland using machine learning models with over six years of data. | It applied K-fold cross-validation and grid search to optimize and evaluate the performance of Linear Regression, KNN, and SVR models. |
20 | Shin et al. [99] | 2022 | The study developed a model to predict the power generation of wall-mounted colored building-integrated photovoltaic (BIPV) systems using both linear regression and neural network machine learning approaches. | It combined I–V curve-based linear regression modeling with a neural network trained on irradiance, temperature, and estimated voltage/current to enhance power prediction accuracy. |
21 | Bashar Shbou et al. [26] | 2024 | The study proposed a seasonal dynamic modeling approach to optimize the design and evaluate the thermal, electrical, and economic performance of a building-integrated photovoltaic thermal (BIPV/T) system for residential applications. | It used MATLAB/Simulink for dynamic modeling, combined with a neural network for irradiance prediction and a Non-dominated Sorting Genetic Algorithm II (NSGA-II) for multi-objective optimization. |
22 | Shahsavar et al. [90] | 2020 | It developed and compared multiple machine learning models to predict the exergetic performance of a building-integrated photovoltaic–thermal (BIPVT) collector based on design and operational parameters. | It used several machine learning techniques, including multiple linear regression, multilayer perceptron, radial basis function regressor, support vector machine (SMO), and lazy. IBK, random forest, and random tree to forecast the performance evaluation criterion (PEC). |
23 | Shahsavar et al. [100] | 2021 | The study developed predictive models to estimate the total annual energy output of a hybrid system combining a building-integrated photovoltaic/thermal unit and an earth-air heat exchanger. | It applied artificial neural networks (ANN), support vector machine networks (SVMN), and fuzzy networks (FN) to model and predict the system’s performance. |
24 | Serrano-Luján et al. [47] | 2022 | The study developed a thermal prediction model for polycrystalline silicon BIPV modules using a hybrid artificial intelligence approach based on environmental and indoor parameters. | It employed a combination of Grammatical Evolution and Differential Evolution algorithms guided by the Sandia model structure. |
25 | Saw et al. [84] | 2022 | The study predicted the short-circuit current and simulated I-V parameters of colored BIPV modules using a hybrid approach combining machine learning and equivalent circuit modeling. | It used optimized machine learning models (SVR, GPR) to estimate short-circuit current, followed by one-diode equivalent circuit simulations to compute I-V characteristics. |
26 | Sankara Kumar et al. [89] | 2024 | The study forecasted the output power of a building-integrated photovoltaic (BIPV) system under different climatic conditions using environmental inputs. | It used a hybrid deep learning approach combining long short-term memory (LSTM) networks with Dragonfly and Firefly algorithms for feature selection. |
27 | Ragupathi and Ramasubbu [101] | 2022 | The study proposed a multi-time-scale forecasting model for predicting the power output of building-integrated photovoltaic systems. | It used a hybrid deep learning model based on long short-term memory (LSTM) networks optimized by a combination of Chicken Swarm Optimization (CSO) and Gray Wolf Optimizer (GWO). |
28 | Polo et al. [102] | 2023 | The study investigated hourly power forecasting for building-integrated photovoltaic (BIPV) systems on vertical façades using two years of monitored data from south- and east-facing arrays. | It applied gradient boosting (XGBoost) and random forest algorithms, including deterministic and probabilistic forecasting using the Python-based skforecast library. |
29 | Oviedo-Cepeda et al. [46] | 2021 | The study assessed the energy flexibility of a solar net-zero energy institutional building in Canada by optimizing the interaction between building technologies like BIPV, heat pumps, and thermal storage. | It used a machine learning algorithm to model thermal dynamics and a model predictive control approach with varying horizons (fixed, rolling, receding) to optimize energy management. |
30 | Nur-E-Alam et al. [93] | 2024 | This study designed and simulated an all-photovoltaic hybrid system integrating rooftop panels, solar windows, and semi-transparent PV modules to meet urban building energy demands while promoting sustainability. | The authors used HOMER Pro software for simulation and optimization of the hybrid system across multiple cities, supported by machine learning and IoT integration for enhanced energy efficiency. |
31 | Nguyen and Ishikawa [91] | 2023 | The study developed an artificial neural network model to predict the annual output energy of 4-terminal perovskite/silicon tandem photovoltaic cells for building-integrated photovoltaic applications. | The method combined simulated data from Atlas software with an optimized artificial neural network architecture, enhanced using a surrogate optimization algorithm. |
32 | Nguyen and Ishikawa [36] | 2022 | It predicted the annual output energy of 2-terminal perovskite/silicon tandem solar cells for building-integrated photovoltaics under realistic environmental conditions. | It used an artificial neural network (ANN) trained on Atlas-based simulation data. |
33 | Nguyen et al. [25] | 2024 | The study predicted the annual energy yield of perovskite/silicon tandem photovoltaic configurations (2T, 3T, 4T) under outdoor conditions for building-integrated applications in Japan. | It used five supervised machine learning models—regression trees, Gaussian process regression, ensembles of trees, support vector machines, and artificial neural networks—trained on simulated and measured data to perform the predictions. |
34 | Naeem and Fouad [92] | 2024 | The paper assessed the impact of environmental factors on photovoltaic performance in Cairo and proposed an intelligent system to enhance smart building sustainability by forecasting PV productivity. | It employed an artificial neural network (ANN) approach supported by empirical measurements and SCAPS/MATLAB simulations to forecast photovoltaic output under varying environmental conditions. |
35 | Maraveas et al. [103] | 2021 | The authors reviewed recent advancements and future perspectives on smart and solar greenhouse covers, emphasizing intelligent photovoltaic systems, material optimization, and IoT-based technologies for energy-efficient agriculture. | The authors reviewed recent advancements and future perspectives on smart and solar greenhouse covers, emphasizing intelligent photovoltaic systems, material optimization, and IoT-based technologies for energy-efficient agriculture. |
36 | Luo et al. [52] | 2020 | The study proposed and compared three machine learning-based multi-objective prediction frameworks for forecasting multiple building energy loads, including heating, cooling, lighting, and BIPV power generation. | It used artificial neural networks, support vector regression, and long-short-term memory neural networks for simultaneous multi-load prediction. |
37 | Liu et al. [85] | 2023 | The study proposed an optimal design method for photovoltaic shading devices (PVSDs) that combines geometric optimization with a machine learning–based adaptive control model to maximize energy and daylighting performance in office buildings. | It used EnergyPlus simulations for energy modeling, a treed Gaussian process (TGP) for sensitivity analysis, and a decision tree classifier (DTC) to develop the adaptive control model (ACM). |
38 | Zheng Li et al. [19] | 2025 | The study proposed a shadow-attention graph neural network to improve solar irradiation prediction for urban buildings in New York City and evaluated its implications for achieving net-zero energy buildings. | It used a novel Shadow-Attention graph neural network (SAGNN) to analyze interactions between buildings and predict solar irradiation with high spatial resolution. |
39 | Li and Ma [18] | 2024 | The study assessed large-scale photovoltaic potential on building roofs and facades in Manhattan by incorporating both into a city-wide solar irradiance model. | It used a geo-aware graph attention network (GA-GAT) to predict solar irradiation with high spatial resolution while accounting for building interactions. |
40 | Lee et al. [35] | 2020 | It proposed a method to improve short-term hourly power output predictions for building-integrated photovoltaics using machine learning and feature engineering. | It used a recurrent neural network (RNN) with feature engineering, including dropout observation and variable importance analysis via support vector machine (SVM). |
41 | Kabilan et al. [54] | 2021 | The study developed and validated short-term power prediction models for building-integrated photovoltaic (BIPV) systems across different building orientations using environmental data. | It used machine learning algorithms, specifically artificial neural networks (ANN), quadratic support vector machines (QSVM), and decision trees (TREE), to model and compare the predictive accuracy of PV power output. |
42 | Jouane et al. [30] | 2023 | This study developed and tested CNN, LSTM, and hybrid CNN-LSTM models to predict short-term photovoltaic energy production for a winter house using multivariate time-series data. | The method involved deep learning models—specifically CNN, LSTM, and a hybrid CNN-LSTM—applied to multivariate time-series forecasting with data from a Positive Energy Winter House. |
43 | Jeong et al. [53] | 2023 | The study proposed a machine learning approach to predict day-ahead hourly power output of building-integrated photovoltaics using weather forecast data and a novel feature called modified sky condition. | It used artificial neural networks combined with feature engineering, applying a new derived parameter, and evaluating prediction accuracy under various training and input scenarios. |
44 | Javadijam et al. [29] | 2024 | The study developed and optimized a thermoelectric-enhanced building-integrated photovoltaic thermal (BIPV/T) system for improved energy, exergy, and economic performance. | The work employed a hybrid method combining artificial neural networks (ANN), NSGA-II (Non-dominated Sorting Genetic Algorithm II), and TOPSIS for multi-objective optimization. |
45 | Samarasinghalage Tharushi Imalka et al. [44] | 2024 | The study developed a data-driven optimization framework to improve the design of building-integrated photovoltaic (BIPV) envelopes during the detailed design phase. | It used artificial neural networks (ANN) as surrogate models combined with the NSGA-II multi-objective optimization algorithm. |
46 | Hu and You [28] | 2024 | The paper evaluated the integration of AI-based robust model predictive control in large-scale photovoltaic-powered controlled environment agriculture within urban areas. | The study used year-round simulations in ten major U.S. cities, incorporating a cyber-physical-biological system framework that applied physics-informed deep learning and data-driven robust model predictive control. |
47 | Geng et al. [33] | 2025 | The authors developed a deep learning model using a multi-dimensional single-channel convolutional neural network to accurately predict building-integrated photovoltaic (BIPV) potential in dense urban areas based on LiDAR-derived 3D point cloud data. | They used a CNN model enhanced with surface sampling, normal estimation, Gaussian Mixture Model (GMM)-based WWR extraction, and feature fusion from building point cloud data and urban morphological parameters. |
48 | Gao et al. [41] | 2025 | The authors developed an interpretable deep reinforcement learning framework that integrates future forecast data and time-series network architectures to optimize the control of building-integrated photovoltaic and battery (BIPVB) systems. | The study used Soft Actor–Critic (SAC) reinforcement learning combined with GRU and Transformer neural networks for time-series processing, and SHAP (Shapley Additive Explanations) for interpretability. |
49 | Fara et al. [43] | 2021 | The study applied ARIMA and artificial neural network (ANN) models to forecast energy production of photovoltaic systems for both a lab-scale BIPV system and a large PV park in Romania. | It used statistical ARIMA models and machine learning-based ANN models, with accuracy comparisons and further enhancement using a solar radiation variability index. |
50 | Du et al. [32] | 2025 | The study developed a parametric modeling and optimization framework to analyze how urban block forms in Wuhan affect building energy use, urban heat island intensity, and photovoltaic potential. | The work used a multi-objective optimization approach integrated with machine learning (SVM), deep learning (CNN), and environmental simulation tools (Ladybug, Honeybee, and Dragonfly) within Rhino/Grasshopper. |
51 | Oukhouya et al. [104] | 2023 | The study proposed a new big data architecture for education systems that integrates data lakes to manage and consolidate heterogeneous data sources. | The method involved designing a layered architecture using data lakes and data warehouses to modernize data management and analytical processes in education systems. |
52 | Dimd et al. [38] | 2023 | The study evaluated how mixed orientations in building-integrated photovoltaic systems affect the accuracy of output power forecast models. | The authors used long short-term memory (LSTM) neural networks to train and compare forecasting models at different system levels. |
53 | Choi et al. [42] | 2024 | The authors developed a novel forecasting framework that combines Conditional GAN and TimeGAN to generate synthetic building-integrated photovoltaic (BIPV) power data, improving prediction accuracy and addressing data scarcity issues. | The study employed a hybrid Conditional GAN-TimeGAN approach with a tailored learning scheme that incorporates temporal conditions and specialized loss functions to generate high-fidelity time-series data for BIPV forecasting. |
54 | Chen et al. [105] | 2025 | The study developed a data-driven framework combining simulation, prediction, and optimization to design and assess academic building-integrated photovoltaic systems under climate change scenarios. | It used Light Gradient Boosting Machine (LGBM) for performance prediction and Adaptive Geometry Estimation MOEA (AGE-MOEA) for multi-objective optimization. |
55 | Chen et al. [105] | 2025 | The study developed a machine learning model to reconstruct visible and near-infrared components of solar radiation from broadband irradiance data for use in building-integrated solar energy simulations. | It used the Extreme Gradient Boosting (XGBoost) regression method along with SHAP for feature analysis. |
56 | Biloria et al. [45] | 2023 | The study investigated the performance of a real-time adaptive BIPV (building-integrated photovoltaic) shading system in enhancing both energy generation and visual comfort in a multistorey building in Sydney. | It employed a multi-objective evolutionary algorithm (MOEA), specifically NSGA-II, integrated with simulation tools in Rhino/Grasshopper, to optimize BIPV panel orientation based on solar irradiance and interior illuminance metrics. |
57 | Baz and Patel [40] | 2024 | The study designed and analyzed two solar absorber structures (single-layer and multilayer) using graphene and metamaterials, and optimized their performance for solar thermal applications. | The works used COMSOL Multiphysics simulations combined with machine learning (random forest regression) for parametric optimization and absorption prediction. |
58 | Asghar et al. [106] | 2024 | The study evaluated and compared the performance of ANN, LSTM, GRU, and CNN models for forecasting BIPV power generation in Rome using a six-year dataset. | The authors employed standardized deep learning algorithms—ANN, LSTM, GRU, and CNN—trained and tested using PVGIS weather data, with performance assessed via RMSE, MAE, and R2 metrics. |
59 | Alsagri and Alrobaian [27] | 2024 | The study analyzed and predicted the performance of a building-integrated photovoltaic/thermal (BIPV/T) system with and without a phase change material layer, using simulations and machine learning for the years 2022, 2024, and 2025. | It employed TRNSYS and MATLAB for simulations, and random forest machine learning in Python for performance prediction and weather data forecasting. |
60 | Bosu et al. [56] | 2023 | The study conducted a comprehensive review of single and hybrid solar energy techniques—both passive and active—such as solar chimneys, Trombe walls, and photovoltaics, highlighting their roles in improving energy efficiency and thermal comfort in buildings. | The authors used a literature review approach, analyzing theoretical, numerical, and experimental studies on solar energy applications in buildings. |
61 | Abouelaziz and Jouane [107] | 2024 | The study developed a novel method called BIM-AITIZATION that integrates photogrammetry, BIM data, and deep learning to predict photovoltaic energy production and support decarbonization in building-integrated photovoltaics (BIPV). | It used a combination of photogrammetric point cloud processing and a convolutional neural network (CNN) model trained on meteorological and BIM parameters to automate and enhance the accuracy of BIPV energy prediction. |
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Cluster | Typical Inputs (Data) | Prevalent Models | Primary Tasks | Common KPIs | n |
---|---|---|---|---|---|
C1—Urban/city mapping and morphology | GIS/DSM/DTM/LiDAR, ortho-imagery, 3D meshes | CNN segmentation; GNN (c)/GA-GAT | Rooftop/façade potential, shading/SVF (sky-view factor) | kWh·m−2, coverage %, installability | 13 |
C2—Short-term forecasting and operation | On-site PV + weather/NWP, sky condition | LSTM, CNN–LSTM, tree ensembles | Hour/day-ahead power, scheduling | MAE/RMSE/MAPE, PI coverage | 18 |
C3—Design optimization and surrogates | Parametric sims (Radiance/E+), material/geometry sets | ANN/MLP, RF/GBDT, GPR | Envelope/façade/PVSD trade-offs | Energy/UDI/glare, LCC, CO2 | 17 |
C4—Hybrid BIPV/T and thermo-economics | Coupled thermal-electrical sims, PCM/TEG | ANN surrogates + GA/NSGA-II | Sizing/control co-optimisation | η_e/η_th, exergy, payback | 6 |
C5—Control, markets, and adoption | Tariffs, loads, battery state, survey/market data | MPC (model predictive control)/robust MPC, DRL (deep reinforcement learning) (SAC), SVM | Real-time control; pricing; adoption | Cost/CO2 savings, AUC/ROC | 7 |
Class/Method (Examples) | Typical Tasks in Urban PV | Strengths | Limitations | Representative Tools/Software |
---|---|---|---|---|
Surrogate prediction (ANN/MLP, RF, XGBoost, GPR) | Fast yield/temperature prediction; design–space exploration; parameter screening; calibration against measurements | Robust on tabular data; fast inference; RF/GBDT offer feature importance (e.g., SHAP) | Data-hungry; risk of poor extrapolation; sensitive to data leakage | Python scikit-learn, XGBoost/LightGBM, MATLAB Statistics/NN Toolboxes |
Deep learning (CNN/LSTM/Transformer) | Rooftop/BIPV segmentation; short-term PV/irradiance forecasting; nowcasting; sequence modeling | Captures strong nonlinearity and spatio-temporal patterns; end-to-end learning | Large datasets and compute; lower interpretability; tuning complexity | PyTorch, TensorFlow/Keras; segmentation models (U-Net/SegFormer) |
Graph neural networks (GAT, SAGNN) | Façade/urban irradiation with building interactions; shadow propagation; LCZ-aware solar mapping | Models’ spatial context and adjacency; good for city-scale irradiation | Complex pipelines; scarce standardized datasets; higher compute | PyTorch Geometric, DGL; GIS/LiDAR preprocessing (QGIS/ArcGIS) |
MPC/DRL (MPC; SAC, DDPG) | Real-time PV-battery-HVAC control; demand response; predictive energy management | Operational gains; constraint handling (MPC); adaptive control (DRL) | Safety/robustness and uncertainty handling required; deployment latency; DRL training stability | MPC: CasADi, GEKKO, MATLAB model predictive control; DRL: Stable-Baselines3, RLlib |
MOEAs (NSGA-II, PSO, CMA-ES, AGE-MOEA) | Multi-criteria façade/array design; tilt/azimuth/layout under shading; PV shading devices (PVSD) | Global search; handles nonconvex, discrete design; Pareto front insight | High evaluation costs (many simulations); risk of premature convergence | DEAP, jMetal, pygmo, MATLAB Global Optimization |
Software toolchain (simulation and data) | Solar/daylight simulation; building physics and PV-T; GIS/LiDAR modeling; ML training/analysis | Mature, interoperable ecosystem; strong community support | Interoperability/versioning hurdles; compute/time-intensive workflows | Rhino/Grasshopper + Ladybug/Honeybee/Radiance; EnergyPlus/TRNSYS; PVlib/SAM; PVGIS/LiDAR; Python/MATLAB; ArcGIS/QGIS; COMSOL (PV-T) |
Cluster | Source Type | Items | Main Focus/Representative Examples |
---|---|---|---|
A | Academic literature | 61 | ANN and CNN dominant; ~87% BIPV-oriented [24,49] |
B | EU-funded projects [57] | 8 | Data-driven energy mgmt. → MATRYCS; PV system integration → TRUST-PV |
C | Market/Industry reports and cases | 12 key vendors + multiple startups | MLPE (SolarEdge), AI-inverters (Huawei), smart trackers (Nextracker) |
Manufacturer/ Organization | Product/ Service Category | Key Technology Focus | Smart/ML Capability | Performance or Market Impact ** | Reference |
---|---|---|---|---|---|
Trina Solar | PV Module Producer | “Trinasmart” PV modules with integrated electronics | Module-level power optimization and monitoring | Up to 20% higher output in shaded conditions; ~8% gain in ideal conditions | [70] |
Jinko & JA Solar | PV Module Producers | Standard modules + partnerships for MLPE (optimizers, inverters) | Rely on third-party optimizers/inverters for module-level MPPT | 10–15% improvement in partial shading scenarios (varies by system configuration) | [71] |
Huawei | Inverter and System OEM | AI-enabled “Smart PV” inverters | On-device neural network inference to optimize string output; real-time fault detection | ~3% increase in energy yield vs. conventional inverters; reduced O&M costs | [72] |
SMA | Inverter and System OEM | Advanced string inverters, cloud monitoring | Digital data acquisition for anomaly detection and performance analytics | Improved reliability and faster troubleshooting (downtime reduction) | [73] |
SolarEdge | MLPE (Module-Level Power Elec.) | Power optimizers + detailed performance monitoring | Per-panel MPPT and cloud-based analytics | Over 90 million optimizers shipped worldwide; ~2.6 million monitored PV systems | [74] |
Enphase | MLPE (Module-Level Power Elec.) | Microinverters with per-panel control | Real-time power conversion and panel-level performance data | Higher resiliency against partial shading and precise fault isolation | [75] |
Nextracker | Solar Trackers (utility and large C&I) | “TrueCapture” software with machine learning | Continual tilt adjustment based on on-site sensors and weather forecasts | 2–6% annual energy yield gain by mitigating shading/cloud cover | [76] |
Array Technologies/Soltec | Solar Trackers | Single-axis or dual-axis trackers | Integration with sensor/forecast data; partial ML-based optimization | Several percentage points of yield increase, especially under diffuse sunlight | [77] |
Schneider Electric/Siemens | Energy Mgmt. Software and Services | AI-driven building automation systems | ML to coordinate PV generation, storage, and building load | 5–12% energy cost savings via dynamic load shifting and solar forecasting | [78] |
Navigate Power | Energy Services (incl. PV) | ML-based monitoring and optimization | Predictive analytics for shading, weather, and consumption patterns | Identifies optimum sizing and schedules for O&M; cuts operational costs | [68] |
NREL (Foresee Project) | Research/Software | Home energy management system (HEMS) | Learns household consumption + forecasts solar output | 5–12% energy cost savings while reducing grid strain | [79] |
Others (e.g., Crunchbase startups) | Startups and Emerging Solutions | BIPV, advanced analytics, specialized monitoring | Various ML/AI approaches for shading mitigation and system design | Venture funding for solar startups grew ~47% globally; USD 6 billion raised in Europe | [65] |
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Tabatabaei, M.; Antonini, E. Machine Learning for Optimizing Urban Photovoltaics: A Review of Static and Dynamic Factors. Sustainability 2025, 17, 8308. https://doi.org/10.3390/su17188308
Tabatabaei M, Antonini E. Machine Learning for Optimizing Urban Photovoltaics: A Review of Static and Dynamic Factors. Sustainability. 2025; 17(18):8308. https://doi.org/10.3390/su17188308
Chicago/Turabian StyleTabatabaei, Mahdiyeh, and Ernesto Antonini. 2025. "Machine Learning for Optimizing Urban Photovoltaics: A Review of Static and Dynamic Factors" Sustainability 17, no. 18: 8308. https://doi.org/10.3390/su17188308
APA StyleTabatabaei, M., & Antonini, E. (2025). Machine Learning for Optimizing Urban Photovoltaics: A Review of Static and Dynamic Factors. Sustainability, 17(18), 8308. https://doi.org/10.3390/su17188308