This repository provides supplementary material for the following paper:
Jobst, D., Möller, A., and Groß, J. 2024. Time Series based Ensemble Model Output Statistics for Temperature Forecasts Postprocessing. (preprint version available at https://doi.org/10.48550/arXiv.2402.00555)
The data needed for reproducing the results is publicly available:
Jobst, David, Möller, Annette, & Groß, Jürgen. (2023). Data set for the ensemble postprocessing of 2m surface temperature forecasts in Germany for five different lead times (0.1.0) [Data set]. Zenodo. https://doi.org/10.5281/zenodo.8193645
For the data license see here.
- Source: ECMWF (European Centre for Medium-Range Weather Forecasts)
- Gridded forecasts: 50-member ensemble forecasts
- Time range: 2015-01-02 to 2020-12-31
- Forecast leadtimes: 24, 48, 72, 96, 120 hours
- Forecast initialization time: 12 UTC
- Area: Germany
- Resolution: 0.25 degrees
- Meteorological variable: 2m surface temperature (t2m)
- Source: DWD Climate Data Center (German Weather Service)
- Observation data: Hourly observations of the target variable (2m surface temperature)
- Number of stations: 462
- ECMWF forecasts: Bilinearly interpolated to the SYNOP stations and reduced to its mean (t2m_mean) and standard deviation (t2m_sd)
- Metadata
Variable | Description |
---|---|
obs | Observation of 2m surface temperature |
lt | Lead time |
id | Station ID |
name | Station name |
lon | Longitude of station |
lat | Latitude of station |
elev | Elevation of station |
date | Date |
doy | Day of the year |
All models except of the EMOS and autoregressive adjusted EMOS (AR-EMOS) are estimated based on the static training data 2015-2019. For the EMOS and AR-EMOS model estimation a day-by-day sliding training window is applied which uses training data of 2019 and 2020. Finally, all models are evaluated in the whole year 2020.
-
EMOS.R
: Local EMOS with rolling training period. - ensAR: Local autoregressive adjusted EMOS (AR-EMOS) with rolling training period.
-
tsEMOS:
- Local smooth EMOS (SEMOS).
- Local deseasonalized autoregressive smooth EMOS (DAR-SEMOS).
- Local multiplicative deseasonalized autoregressive smooth EMOS with
generalized autoregressive conditional heteroscedasticity
(DAR-GARCH-SEMOS (
$\cdot$ )). - Local additive deseasonalized autoregressive smooth EMOS with generalized autoregressive conditional heteroscedasticity (DAR-GARCH-SEMOS (+)).
- Local standardized autoregressive smooth EMOS (SAR-SEMOS).
- imputeTS: For the missing value imputation.
- eppverification: For the verification of the ensemble postprocessing models.