PV System Design in Different Climates: A BIM-Based Methodology
Abstract
1. Introduction
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- Usually limited accuracy in calculations, resulting from stationary analyses which do not consider the variation in data over time;
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- Simplified estimation of losses (e.g., losses from mismatch, wiring, etc.);
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- Lack of graphical visualization of the complex structures of the roof, the context, and the conceived system;
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- High time consumption;
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- Significant difficulty in rapidly testing and comparing multiple intervention strategies;
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- Strong predisposition to calculation errors.
2. Materials and Methods
2.1. Workflow Definition
2.2. Software Tools
2.2.1. Autodesk Revit
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- The three-dimensional geometric modeling of the building and the context in which it is located;
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- A preliminary study of the solar radiation incident on the roof surfaces.
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- Dc is the diffuse irradiance received by a tilted surface of slope S,
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- Db is the horizontal diffuse irradiance,
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- F1 and F2 are, respectively, the circumsolar and horizon “reduced” brightness coefficients,
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- a and b are two terms describing the incidence-weighted solid angle sustained by the circumsolar region as seen by the tilted surface and the horizontal, respectively.
2.2.2. Photovoltaic Geographical Information System (PVGIS)
2.2.3. Solarius-PV
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- The value of incident solar radiation (derived from the installation site, exposure θ, and inclination β of the modules);
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- Any shading;
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- Characteristics of the modules (nominal power, efficiency, temperature coefficient, losses due to decoupling or mismatch);
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- Characteristics of the balance of system (BOS).
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- Losses due to reflection;
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- Losses due to shading;
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- Losses due to mismatching;
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- Losses due to temperature;
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- Losses in inverters;
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- Losses in AC circuits.
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- E is the energy produced;
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- Gi is the solar radiation on the module surface;
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- Ap is the panel surface;
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- ηp is the panel efficiency;
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- Csh is the shading coefficient;
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- BOS is the balance of system, mentioned above.
2.3. PV System-Sizing Criteria
- Maximizing rooftop potential [44]
- 2.
- Contribution to grid decarbonization [6]
- 3.
- Economies of scale and cost decline [45]
- 4.
- Regulatory and market incentives [46]
- 5.
- Support for energy communities or virtual net metering (VNM) [47]
- 6.
- Future-proofing against growing demand [48]
2.4. Presentation of Case Studies
2.4.1. B1: “Palazzo Silone”, L’Aquila (IT)
2.4.2. B2: “Malaysian Institute of Architects”, Kuala Lumpur (MY)
2.5. BIM Modeling
3. Results and Discussion
3.1. Solar Analyses
3.2. “Solution-Matrices” Creation
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- A represents each analyzed parameter, i.e., N = number of panels, P = power of the panels (W), D = distance between panels (cm), Θ = azimuth of panels (°), β = tilt of panels (°), T = PV technology (1 = HCC, 2 = PERC, 3 = Bifacial HCC);
- -
- i represents the value of the analyzed parameter;
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- j indicates the area for installation of the panels, based on the solar analyses (3 for building B1, 5 for B2).
3.3. PV System Performance Analysis
3.4. Cost–Performance Analysis
3.5. Final Remarks
4. Conclusions
- A favorable climate can increase energy production by up to 18%;
- An optimal inclination can bring benefits of up to 10%;
- The possibility of orienting the panels to the south guarantees greater system performance, but if this is not possible, it is necessary to compare several hypotheses to identify the most convenient one;
- It is not a given that the most energy-performing solution is the most convenient: it is essential to perform a cost–performance analysis to identify the most advantageous strategy.
Author Contributions
Funding
Data Availability Statement
Conflicts of Interest
References
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Ref. | Year | Research Topic | Tools |
---|---|---|---|
Salimzadeh et al. [19] | 2020 | Parametric modeling for the arrangement of photovoltaic modules based on the surface area. | Revit, CityGML |
Hamzah et al. [20] | 2023 | Design and evaluation of a BIPV system for a net zero energy building for tropical climates. | Revit, PVsyst |
Tiagarajan et al. [21] | 2024 | Integration of BIPV design and energy efficiency technologies for low-energy buildings. | Revit Insight 360 |
Di Giovanni et al. [22] | 2024 | BIM and machine learning integration for rooftop photovoltaic system optimization. | Revit, Solarius-PV |
Lucchi et al. [23] | 2023 | Development of a collaborative HBIM-based workflow for the integration of PV systems into building stock. | Revit |
Vahdatikhaki et al. [24] | 2022 | Development of a BIM-based generative design framework for the layout design of photovoltaic modules on the entire external façade of tall buildings. | Revit, CityGML |
Macas-Espinosa et al. [26] | 2025 | Energy analysis of a residential building. | Revit Insight 360 |
Yang et al. [27] | 2024 | Evaluation of existing simulation tools for BIPV. | SAM, PV*SOL premium, PVsyst, BIMsolar, Solarius PV, Revit Insight 360, Grasshopper, Skelion for Sketchup |
Banti et al. [28] | 2024 | Evaluation of retrofit interventions for existing industrial buildings integrating PV solutions into the building envelope. | Grasshopper |
Shehata et al. [29] | 2024 | Evaluations of different types of eco-sustainable redevelopments to reduce energy consumption and CO2 emissions. | Revit, DesignBuilder, Skelion for Sketchup |
Ji et al. [30] | 2024 | Proposal of energy efficiency solutions for prefabricated houses. | Revit, DesignBuilder, JEPlus |
Abouelaziz et al. [31] | 2024 | Photovoltaic production forecasting using BIM and machine learning. | - |
Homood [32] | 2020 | Performance evaluation of grid-connected PV system for 3D single family house. | Revit, PVsyst, PV*SOL |
Emeara et al. [33] | 2021 | Energy and economic analysis of a photovoltaic system for an airport | Revit, Green Building Studio, PVsyst |
Spasevski et al. [34] | 2022 | Analysis of the optimal positioning of photovoltaic modules on the roof of an administrative building. | Solarius-PV |
Technology | Panel Type | Nominal Power | Efficiency | Temperature | Operating Temperature Range | Temperature Coefficient of Pmax |
---|---|---|---|---|---|---|
T1 | FU375M Silk Pro | 375 Wp | 20.59% | 45 °C | ~40~85 °C | −0.35%/°C |
T2 | CSPL72-MonoPerc375W | 375 Wp | 19.20% | 45 ± 2 °C | ~40~85 °C | −0.38%/°C |
T3 | BN72 Bifacial Modules375W | 375 Wp | 19.05% | 43.78 ± 2 °C | ~40~85 °C | −0.38%/°C |
Solution | Matrix | |
---|---|---|
S1,B1 | ||
S2,B1 | ||
S3,B1 | ||
S4,B1 | ||
S5,B1 | ||
S1,B2 | ||
S2,B2 | ||
S3,B2 | ||
S4,B2 | ||
S5,B2 | ||
S6,B2 | ||
S7,B2 | ||
S8,B2 | ||
S9,B2 | ||
S10,B2 | ||
S11,B2 |
Solution Matrix | Total Installed Power | Energy per kW | Energy Produced Monthly | Total Annual Energy |
---|---|---|---|---|
S1,B1 | 246.38 kW | 1119.29 kWh/kW | 275,765.29 kWh | |
S2,B1 | 246.38 kW | 1110.99 kWh/kW | 273,720.56 kWh | |
S3,B1 | 150.75 kW | 1250.37 kWh/kW | 188,493.54 kWh | |
S4,B1 | 150.75 kW | 1240.39 kWh/kW | 186,988.89 kWh | |
S5,B1 | 150.75 kW | 1250.73 kWh/kW | 188,547.15 kWh | |
S1,B2 | 34.50 kW | 1357.05 kWh/kW | 46,818.08 kWh | |
S2,B2 | 34.50 kW | 1347.26 kWh/kW | 46,480.58 kWh | |
S3,B2 | 23.25 kW | 1355.13 kWh/kW | 31,506.69 kWh | |
S4,B2 | 23.25 kW | 1345.80 kWh/kW | 31,289.78 kWh | |
S5,B2 | 23.25 kW | 1347.25 kWh/kW | 31,323.47 kWh | |
S6,B2 | 21.00 kW | 1353.87 kWh/kW | 28,431.18 kWh | |
S7,B2 | 21.00 kW | 1355.10 kWh/kW | 28,457.04 kWh | |
S8,B2 | 21.00 kW | 1343.04 kWh/kW | 28,203.89 kWh | |
S9,B2 | 21.00 kW | 1344.50 kWh/kW | 28,234.57 kWh | |
S10,B2 | 21.00 kW | 1343.80 kWh/kW | 28,219.90 kWh | |
S11,B2 | 21.00 kW | 1346.48 kWh/kW | 28,276.15 kWh |
Solution Matrix | Energy Produced per kW [kWh/kW] | Cost per kW [USD/kW] | Cost per kWh of Energy Produced [USD/kWh] |
---|---|---|---|
S1,B1 | 1119.29 kWh/kW | 250 USD/kW | 0.22 USD/kWh |
S2,B1 | 1110.99 kWh/kW | 180 USD/kW | 0.16 USD/kWh |
S3,B1 | 1250.37 kWh/kW | 250 USD/kW | 0.20 USD/kWh |
S4,B1 | 1240.39 kWh/kW | 180 USD/kW | 0.15 USD/kWh |
S5,B1 | 1250.73 kWh/kW | 280 USD/kW | 0.22 USD/kWh |
S1,B2 | 1357.05 kWh/kW | 250 USD/kW | 0.18 USD/kWh |
S2,B2 | 1347.26 kWh/kW | 180 USD/kW | 0.13 USD/kWh |
S3,B2 | 1355.13 kWh/kW | 250 USD/kW | 0.18 USD/kWh |
S4,B2 | 1345.80 kWh/kW | 180 USD/kW | 0.13 USD/kWh |
S5,B2 | 1347.25 kWh/kW | 280 USD/kW | 0.21 USD/kWh |
S6,B2 | 1353.87 kWh/kW | 250 USD/kW | 0.18 USD/kWh |
S7,B2 | 1355.10 kWh/kW | 250 USD/kW | 0.18 USD/kWh |
S8,B2 | 1343.04 kWh/kW | 180 USD/kW | 0.13 USD/kWh |
S9,B2 | 1344.50 kWh/kW | 180 USD/kW | 0.13 USD/kWh |
S10,B2 | 1343.80 kWh/kW | 280 USD/kW | 0.21 USD/kWh |
S11,B2 | 1346.48 kWh/kW | 280 USD/kW | 0.21 USD/kWh |
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Ciccozzi, A.; de Rubeis, T.; Go, Y.I.; Ambrosini, D. PV System Design in Different Climates: A BIM-Based Methodology. Energies 2025, 18, 3866. https://doi.org/10.3390/en18143866
Ciccozzi A, de Rubeis T, Go YI, Ambrosini D. PV System Design in Different Climates: A BIM-Based Methodology. Energies. 2025; 18(14):3866. https://doi.org/10.3390/en18143866
Chicago/Turabian StyleCiccozzi, Annamaria, Tullio de Rubeis, Yun Ii Go, and Dario Ambrosini. 2025. "PV System Design in Different Climates: A BIM-Based Methodology" Energies 18, no. 14: 3866. https://doi.org/10.3390/en18143866
APA StyleCiccozzi, A., de Rubeis, T., Go, Y. I., & Ambrosini, D. (2025). PV System Design in Different Climates: A BIM-Based Methodology. Energies, 18(14), 3866. https://doi.org/10.3390/en18143866