A Literature Review on the Use of Weather Data for Building Thermal Simulations
Abstract
1. Introduction
- Expand case study scales;
- Refine TMY meteorological parameters;
- Improve techniques for data processing;
- Enhance validation strategies for improving TMY data.
2. Weather Files for Building Thermal Simulations
2.1. Files for Typical Weather Conditions
2.2. Files for Extreme Weather Conditions
2.2.1. Files for Extreme Weather Conditions
- Meteorological Definitions
- World Meteorological Organization (WMO): The WMO typically defines a heatwave as a period of at least three consecutive days during which the daily maximum temperature exceeds the average maximum temperature by at least 5 °C [34].
- Australian Bureau of Meteorology (BoM): The BoM uses a heatwave definition based on the excess heat factor (EHF) index, which considers both the magnitude of high temperatures and their persistence. In Australia, a heatwave is classified when there are three or more unusually hot days in terms of maximum and minimum temperatures compared with the location’s climatological norms [35].
- Threshold-Based Definitions
- Some definitions use absolute temperature thresholds, such as temperatures above 35 °C or 40 °C, for a set number of days. This type of definition is often used in regions with extreme climates [36].
- Percentile-based thresholds are also common. For instance, a heatwave can be defined as temperatures above the 90th or 95th percentile of daily maximum temperatures for at least three consecutive days [37].
- Health Impact-Based Definitions
- Heatwaves can be defined based on their impact on human health, such as when prolonged high temperatures significantly increase the risk of heat-related illnesses like heatstroke or heat exhaustion [38].
- This type of definition might incorporate factors such as high humidity, heat index (feels-like temperature), and overnight minimum temperatures, which can exacerbate heat stress [38].
- Urban and Environmental Definitions
- In urban areas, heatwaves might be influenced by the urban heat island (UHI) effect, where built environments experience significantly higher temperatures than rural areas. The relative temperature anomaly compared to surrounding rural areas might be used to characterize heatwaves in cities [39].
- Climate Change Context
- In the context of climate change, heatwaves are being redefined due to increasing global temperatures. A new classification, “compound heatwaves,” considers consecutive extreme temperature events across multiple regions or recurrent events within a season [40].
2.2.2. Methodology for Development of Weather Files for Atypical Years or Extreme Conditions
- Design Summer Year (DSY): Developed to estimate the impact of warmer-than-average summers, the DSY was initially used for sizing mechanical cooling systems [43]. It does not account for extreme temperatures of individual months or incident solar radiation. The DSY is determined using average dry bulb temperatures from April to September and represents the year that falls in the middle of the upper quartiles of the dataset, typically the third warmest summer over a 20-year period. However, this method can miss high temperatures in relatively cool summers, such as the summer of 2003, which caused numerous deaths across Europe but was not highly ranked based on average summertime temperature.
- Summer Reference Year (SRY): Developed by Jentsch, Eames, and Levermore [46], the SRY aims to provide a more accurate representation of typical summer conditions;
- The Extreme Meteorological Year (XMY) builds upon the concept of the TMY, using the same weather variables and similar weightings [49]. The XMY is designed to represent a year with the most extreme weather conditions, featuring the hottest summer and the coldest winter. This is achieved by selecting months with the highest and lowest hourly average values from the basis years (1999–2013).
- The Untypical Meteorological Year (UMY) was developed based on the Weather Year for Energy Calculation 2 (WYEC2) methodology, with modified weight parameters [50]. In an UMY, the most critical factors are the maximum and minimum dry bulb temperature, solar radiation, and wind speed. The results obtained using UMY weather files are comparable to those of TMY2 under normal conditions. However, the UMY provides better predictions of maximum energy consumption during extreme weather events.
- The Hot Summer Year (HSY) has two versions: HSY1 and HSY2 [51]. Both versions use the same base period from 1975–2006.
- The Three Most Extreme Heatwaves method was proposed by Machard et al. [20] for studying the resilience of buildings, based on the three criteria of the most intense, the most severe, and the longest heatwaves. The method developed by Ouzeau et al. [37] was adopted in that study [20] to select heatwaves in terms of three temperature relative thresholds from a multiyear period. The threshold of 99.5% is applied to detect a temperature peak and a potential heatwave; 97.5% is used to determine the heatwave duration (days between the heatwave starts and ends) and severity (degree days above the threshold). The heatwave stops when the temperature is lower than this threshold for more than three consecutive days. The 95% threshold is applied to end the heatwave when the temperature drops below this level. In this proposed method, each heatwave features three criteria: intensity (maximum daily mean temperature in °C during the heatwave), duration (in days), and severity (aggregated temperature above 97.5% threshold in °C.day).
2.3. Future Weather
- Morphing Techniques: This is a widely used method where historical weather data is morphed to represent future conditions. The morphing method typically adjusts temperature, solar radiation, and humidity based on GCM outputs [58];
- Stochastic Weather Generators: These generators use probabilistic models to create synthetic weather data that incorporates the variability and extremes predicted in future climate scenarios (https://www.ipcc-data.org/guidelines/pages/weather_generators.html, accessed on 24 June 2025). This method accounts for uncertainty and the range of possible future climates;
- Downscaling Climate Models: Global climate models (GCMs) simulate climate data on a coarse scale. To create weather files relevant for specific locations, GCM outputs are statistically or dynamically downscaled. Statistical downscaling uses historical climate data to adjust GCM outputs, while dynamic downscaling employs regional climate models (RCMs) [59].
2.3.1. Morphing Techniques
- ∘
- The process is as follows:
- ▪
- Step 1: Climate change projections (e.g., temperature rise, changes in humidity) are extracted from GCMs/RCMs for future time periods;
- ▪
- Step 2: These changes are applied to the historical weather data in a linear or proportional manner;
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- Step 3: The morphed data reflects future conditions, maintaining the temporal patterns of the historical data but with modified magnitudes.
- ∘
- Key examples include the following:
- ▪
- Belcher, Hacker, and Powell [59] proposed a morphing method that adjusts TMY data based on future climate predictions from the UK Met Office’s Hadley Centre model. They applied changes to temperature, humidity, and solar radiation using climate projections for different future time horizons (e.g., 2020, 2050, 2080);
- ▪
- With requirements from Department of Climate Change, Energy, the Environment and Water (DCCEEW) for future weather files for building energy simulations, CSIRO has developed and published projected fTMY climate files [60] by adopting one of the widely accepted morphing techniques introduced by Belcher et al. [59] with three RCPs (RCP 2.6, 4.5 and 8.5) for four averaged time periods: the 2030s, 2050s, 2070s, and 2090s.
- ▪
- WeatherShift is a tool that allows users to adjust historical weather files to reflect future climate scenarios. It uses climate models to predict temperature, humidity, and solar radiation shifts [61];
- ▪
- The CCWorldWeatherGen tool morphs TMY weather data to produce future weather files based on climate projections from GCMs [62].
- ∘
- Advantages include the following:
- ▪
- The resulting model maintains the same temporal structure and patterns of the original weather data, making it easy to integrate into existing simulation tools;
- ▪
- The process is simple and computationally efficient.
- ∘
- Limitations include the following:
- ▪
- This method assumes that future temporal weather patterns (e.g., seasonal variations) will remain similar to historical patterns, which might not always be the case;
- ▪
- This resulting model may not adequately account for extreme weather events or changes in variability.
2.3.2. Stochastic Weather Generators
- ∘
- A typical process is as follows:
- ▪
- Step 1: A statistical model is built using historical weather data to replicate daily or hourly weather patterns;
- ▪
- Step 2: Projections from climate models are used to adjust the parameters of the statistical model (e.g., mean temperature, frequency of extreme events);
- ▪
- Step 3: The generator produces synthetic weather sequences based on the adjusted parameters.
- ∘
- Key examples include the following:
- ▪
- WGEN65 [18] models the sequential nature of precipitation using a Markov chain, where the likelihood of precipitation on a given day depends only on the previous day’s conditions. The maximum and minimum temperatures, along with solar radiation, are conditioned on whether the day is classified as wet or dry. The relationships among these three variables are preserved using cross-correlation coefficients across different time steps;
- ▪
- LARS-WG (Long Ashton Research Station Weather Generator [63]) is a tool that generates daily weather data using a stochastic process, and it has been adapted for generating future weather scenarios. It uses GCM outputs to adjust the parameters of the weather generator, simulating future weather conditions for specific locations.
- ∘
- Advantages of these methods include the following:
- ▪
- They provide a more accurate representation of extreme weather events and variability compared with morphing methods;
- ▪
- They can generate multiple realizations of future weather, capturing a range of possible outcomes.
- ∘
- Limitations include the following:
- ▪
- The primary limitation of stochastic weather generators is their reliance on statistics derived from historical weather observations. Consequently, extreme events are unlikely to be accurately represented, as such events are rare or may not have occurred within the limited historical record used to create the generator. Additionally, there is an inherent assumption that future weather patterns will mirror those observed historically, which may not account for changes due to factors like climate change;
- ▪
- These processes require detailed statistical knowledge to set up and calibrate;
- ▪
- The quality of the generated weather files depends on the robustness of the underlying statistical model.
2.3.3. Downscaling Climate Models
- ∘
- Types of downscaling include the following:
- ▪
- Statistical Downscaling uses relationships between historical large-scale climate variables (e.g., pressure systems, jet streams) and local weather observations to predict local weather patterns based on GCM outputs;
- ▪
- Dynamical Downscaling employs RCMs, which use physical models to simulate climate processes at a finer scale over a specific region.
- ∘
- The process is as follows:
- Global Climate Models (GCMs) provide large-scale climate projections but at a coarse resolution;
- Regional Climate Models (RCMs) are used for higher resolution data, and these are often driven by GCM outputs.
- Dynamical downscaling involves running high-resolution RCMs that use GCM outputs as boundary conditions. This method is computationally intensive but provides detailed local climate projections [64];
- Statistical downscaling establishes statistical relationships between large-scale climate variables and local climate conditions. This method is less computationally demanding and can be applied to specific locations or grids [65].
- The downscaled model outputs can be tested against (gridded) observations, e.g., AGCD (Australian Bureau of Meteorology Australian Gridded Climate Data) and Queensland Department of Science, Information Technology and Innovation SILO (Scientific Information for Land Owners), or model data, e.g., BARRA reanalysis (Bureau of Meteorology’s Atmospheric high-resolution Regional Reanalysis for Australia) [66] to identify and correct biases;
- Adjustment involves applying methods (varying from simple scaling approaches to more complex univariate techniques) to adjust the model outputs, ensuring they align more closely with observed data [67].
- Data Integration requires integrating the downscaled and bias-corrected data into weather files, which include variables such as temperature, radiation, precipitation, and wind speed;
- ∘
- Advantages include the following:
- ▪
- This approach provides high-resolution data that captures local topography, urban heat islands, and microclimates;
- ▪
- With the advantage of using a multi-model ensemble, it is more physically realistic than stochastic methods, particularly for extreme events.
- ∘
- Limitations are as follows:
- ▪
- Dynamical downscaling is computationally expensive and requires significant computing power;
- ▪
- The accuracy of the downscaled data depends on the quality of the GCM output and the downscaling methodology.
- ▪
- SSP1-2.6: Low emissions pathway, reflecting a future focused on sustainability and green development;
- ▪
- SSP2-4.5: Moderate emissions scenario, representing a “middle-of-the-road” trajectory with no major deviations from historical patterns;
- ▪
- SSP3-7.0: High emissions pathways, characterized by regional rivalry, limited international cooperation, and high challenges to mitigation and adaptation.
- ▪
- SSP5-8.5 (very high emissions, fossil-fuel development).
- ▪
- Improved projections of global and regional climate change;
- ▪
- Enhanced understanding of climate feedback, such as cloud and ice–albedo feedback;
- ▪
- Insights into extreme events, sea-level rise, and carbon cycle dynamics;
- ▪
- Support for policy-relevant climate assessments.
- UKCIP02/UKCP09-UK Climate Impacts Program 2002 and UK Climate Projections 2009
- Australian Climate Futures [75]—a tool that allows users to explore regional climate projections with a range of datasets
- WRF (Weather Research and Forecasting Model) [78]
2.4. Selecting the Right Weather Data for Building Thermal Performance Simulations
3. Conclusions
- Recommendations for Future Work
- Standardizing methods for extreme weather file construction and expanding their scope to include compound events and urban microclimate effects;
- Improving validation practices for both present and future weather files, including comparison with observed extremes and independent datasets;
- Integrating weather file generation with evolving climate science, especially regarding representation of uncertainty and climate model ensembles.
Funding
Data Availability Statement
Conflicts of Interest
References
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Weather File Name | Region | Sites | Period | References |
---|---|---|---|---|
Representative Meteorological Year (RMY) | Australia | 83 | 1991–2015 | [4] |
Chinese Standard Weather Data (CSWD) | China | 270 | 1982–1997 | [23] |
Indian Typical Years from ISHRAE (ISHRAE) | India | 62 | 1991–2005 | [24] |
Italian ‘Gianni De Giorgio’ (IGDG) | Italy | 68 | 1951–1970 | [25] |
Typical Meteorological Year (TMY3) | New Zealand | 18 | 1993–2023 | [26] |
Spanish Weather for Energy Calculations | Spain | 52 | 1961–1990 | [27] |
Test Reference Year (TRY, CIBSE) | UK | 14 | 1984–2013 | [28] |
Typical Meteorological Year (TMY) | USA and others | 1020 | 1991–2005 | [2,9] |
Weather Year for Energy Calculations (WYEC) | USA/Canada | 77 | 1953–2005 | [29] |
International Weather for Energy Calculations (IWEC) | Worldwide | 3012 | 1991–2005 | [5] |
Use | Description | Weather Data Required | Note |
---|---|---|---|
Compliance analysis of energy performance of fully conditioned buildings | Energy savings (generally annual) and energy code compliance (i.e., NatHERS star rating) are derived by comparing results for design variants with considering thermal comfort. | Representative single-year hourly data are sufficient. See Table 1 for some examples. | For this application, the need for absolute accuracy is minimized and short-time inaccuracies are not significant. |
Performance of un- or semi- conditioned buildings | To investigate performance under non-average conditions, such as overheating analysis and floating space temperature problems for solar passive design. | Extreme weather data and/or multi-year data are needed | Typical data are often not adequate. |
Model calibration, actual energy savings estimation and building troubleshooting | Applications involve the performance of existing buildings during a specific period at a particular site. | Weather data observed during the study period at or near the building site are required. | Historical data, such as TMY and RMY, are generally of little use. |
Equipment sizing | Peak heating and cooling loads of HVAC system need be determined by designers | Weather data of design-day or near-extreme conditions are needed. | See Section 2.2.2 for some examples of the weather data. |
Natural ventilation design | Natural ventilation design hinges on climate-responsive strategies, airflow modeling, and integration with passive systems. | Local wind data are needed. UHI impact should also be considered. | Data from airport stations are unreliable for nearby sites |
Renewable energy systems | To determine output of solar PV and wind turbine under short-term weather data (solar radiation, wind speed and direction). | Short-term (less than hour) weather data (incident radiation, wind velocity) are required. | Standard hourly data may produce unreliable results for solar PV and wind turbine systems as they have non-linear characteristics. |
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Ren, Z. A Literature Review on the Use of Weather Data for Building Thermal Simulations. Energies 2025, 18, 3653. https://doi.org/10.3390/en18143653
Ren Z. A Literature Review on the Use of Weather Data for Building Thermal Simulations. Energies. 2025; 18(14):3653. https://doi.org/10.3390/en18143653
Chicago/Turabian StyleRen, Zhengen. 2025. "A Literature Review on the Use of Weather Data for Building Thermal Simulations" Energies 18, no. 14: 3653. https://doi.org/10.3390/en18143653
APA StyleRen, Z. (2025). A Literature Review on the Use of Weather Data for Building Thermal Simulations. Energies, 18(14), 3653. https://doi.org/10.3390/en18143653