1. What contributions have the authors mentioned in the paper "A review of current and future weather data for building simulation" ?
This article provides the first comprehensive assessment of methods for the creation of weather variables for use in building simulation.. The authors undertake a critical analysis of the fundamental issues and limitations of each methodology and discusses new challenges, such as how to deal with uncertainty, the urban heat island, climate change and extreme events.. This article provides the first comprehensive assessment of their technical requirements to ensure buildings perform well in both current and future climates.. It is found that there are various issues with all current and suggested approaches, but the two areas most requiring attention are the production of weather files for the urban landscape and files specifically designed to test buildings against the criteria of morbidity, mortality and building services system failure.
read more
2. What future works have the authors mentioned in the paper "A review of current and future weather data for building simulation" ?
The morphing methodology also has the inherent assumption that the weather patterns will not change in the future.. The future weather file will contain identical weather patterns to the base weather file albeit with magnitudes of weather variables shifted and stretched by the morphing algorithms.. This means that the future weather years will be comparable to the baseline years.. In general, RCMs with hourly temporal resolution can be used to successfully produce future weather data sets even for the case of extreme conditions [ 130 ] through the corresponding climate change projections.
read more
3. What are some examples of methods to further investigate on the creation of super-synthetic?
Methods such as wavelets or Fourier time series decomposition, are basic examples of approaches to further investigate on the creation of super-synthetic weather files.
read more
4. What is the inverse probability associated with Bayes’ theorem?
The ‘inverse probability’ associated with Bayes’ theorem allows us to infer unknown quantities, adapt their models, make predictions and learn from data, by combining prior distributions and likelihood into a posterior distributions of parameters.
read more



