Flood Forecasting and Warning System
The Flood Forecasting and Warning System of the Sava River basin – Sava FFWS strongly contributes to the strengthening of organizations responsible for hydrometeorological services and flood defense in the Sava countries. The Sava FFWS, as a common forecasting platform, is an added value to existing national forecasting and warning systems that provides a better level of preparedness and optimized mitigation measures, thereby significantly contribute to reducing consequences of flooding.
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)
The principal objective of the Sava FFWS is to support the stakeholders in taking balanced decisions in emergency situations of floods. The Sava FFWS enables the five riparian countries to take the right management decisions and carry out measures to prevent and mitigate severe flood events, based on accurate forecasts of flows and discharges with a sufficiently long lead time. This requires close cooperation with relevant stakeholders, managing the data and models on country level which is crucial for successful development of the system. The Sava FFWS is of key importance in this cooperation; it is essential to highlight that development of such a system would not have been possible without assistance, active support and outstanding cooperation of all the project beneficiaries in the region.
The Sava FFWS provides the forecasters of the hydrometeorological services an expert tool, enabling them to generate hydrological forecasts based on observed telemetry data from hydrological and meteorological gauges and Numerical Weather Predictions (NWP). The Sava FFWS uses hydrological and hydraulic models to compute the catchment runoff and river flows and water levels.
The Sava FFWS has proven to be a comprehensive system that includes all data and models contributed by the individual countries. This makes it a unique system when it comes to transboundary cooperation on flood forecasting. Nevertheless, there is always a potential for improvements.
The principal objective of the Sava FFWS is to support the stakeholders in taking balanced decisions in emergency situations of floods. The Sava FFWS enables the five riparian countries to take the right management decisions and carry out measures to prevent and mitigate severe flood events, based on accurate forecasts of flows and discharges with a sufficiently long lead time. This requires close cooperation with relevant stakeholders, managing the data and models on country level which is crucial for successful development of the system. The Sava FFWS is of key importance in this cooperation; it is essential to highlight that development of such a system would not have been possible without assistance, active support and outstanding cooperation of all the project beneficiaries in the region.
The Sava FFWS provides the forecasters of the hydrometeorological services an expert tool, enabling them to generate hydrological forecasts based on observed telemetry data from hydrological and meteorological gauges and Numerical Weather Predictions (NWP). The Sava FFWS uses hydrological and hydraulic models to compute the catchment runoff and river flows and water levels.
The Sava FFWS has proven to be a comprehensive system that includes all data and models contributed by the individual countries. This makes it a unique system when it comes to transboundary cooperation on flood forecasting. Nevertheless, there is always a potential for improvements.
The setup of Sava FFWS is modular. The combination of a NWP precipitation and temperature, a hydrological model converting precipitation and temperature to discharge and, in most cases, a hydraulic model routing discharge downstream and computing water levels, define a unique forecast workflow. Due to the number of hydrological models, hydraulic models and numerical weather prediction models available for Sava, several forecast workflows are configured in the Sava FFWS.
Sava FFWS integrates the following components which are already ‘plugged’ into a common platform and interconnected:
- data hub for the collection of observed data - Sava HIS
- various Numerical Weather Prediction models
Sava FFWS integrates the following components which are already ‘plugged’ into a common platform and interconnected:
- data hub for the collection of observed data - Sava HIS
- various Numerical Weather Prediction models
Within the Sava FFWS, 8 NWP models are used as meteorological inputs:
- model ALADIN1 Croatia
- model ALADIN Slovenia
- model ECMWF2
- model ECMWF ensemble
- model WRF3 Bosnia and Herzegovina
- model WRF Montenegro
- model WRF Serbia
- model NMMB4 Serbia.
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[1] Aire Limitée Adaptation dynamique Développement InterNational, http://www.umr-cnrm.fr
[2] European Center for Medium range Weather Forecasting, https://www.ecmwf.int/
[3] Weather Research and Forecasting model, https://www.mmm.ucar.edu/
[4] Nonhydrostatic Mesoscale Model on B-grid of NOAA, https://nomads.ncep.noaa.gov
- model ALADIN1 Croatia
- model ALADIN Slovenia
- model ECMWF2
- model ECMWF ensemble
- model WRF3 Bosnia and Herzegovina
- model WRF Montenegro
- model WRF Serbia
- model NMMB4 Serbia.
_______________________
[1] Aire Limitée Adaptation dynamique Développement InterNational, http://www.umr-cnrm.fr
[2] European Center for Medium range Weather Forecasting, https://www.ecmwf.int/
[3] Weather Research and Forecasting model, https://www.mmm.ucar.edu/
[4] Nonhydrostatic Mesoscale Model on B-grid of NOAA, https://nomads.ncep.noaa.gov
Along with the NWPs, the Sava FFWS is prepared to extrapolate radar or satellite imagery in order to provide a very accurate short-term hydrological forecast (nowcasting) for several hours in advance based on measured values.
Nowcasting products are currently not available within the Sava basin. The first step towards nowcast is to have a radar based composite rainfall image (precipitation field), corrected with observed ground rain gauge data. The radars in the Sava basin are currently not able to produce accurate rainfall images.
Considering the importance of providing a nowcasting hydrological forecast and raising the awareness of experts to this meteorological input, in the Sava FFWS the Lisca radar data from ARSO (Slovenia) are implemented, next to Opera1 radar composite images. These images are only displayed within the system, but are not connected to any of the hydrological or hydraulic models implemented in the Sava FFWS. This also counts for the H-SAF2 satellite images.
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[1] Radar Programme of EUMETNET, https://www.eumetnet.eu/
[2] Satellite Application Facility of EUMETSAT hsaf.meteoam.it
Nowcasting products are currently not available within the Sava basin. The first step towards nowcast is to have a radar based composite rainfall image (precipitation field), corrected with observed ground rain gauge data. The radars in the Sava basin are currently not able to produce accurate rainfall images.
Considering the importance of providing a nowcasting hydrological forecast and raising the awareness of experts to this meteorological input, in the Sava FFWS the Lisca radar data from ARSO (Slovenia) are implemented, next to Opera1 radar composite images. These images are only displayed within the system, but are not connected to any of the hydrological or hydraulic models implemented in the Sava FFWS. This also counts for the H-SAF2 satellite images.
_______________________
[1] Radar Programme of EUMETNET, https://www.eumetnet.eu/
[2] Satellite Application Facility of EUMETSAT hsaf.meteoam.it
Slovenia, Croatia, Bosnia and Herzegovina and Serbia deliver their external hydrological forecasts direct to the Sava FFWS.
Hydrologic Models
The Sava FFWS currently contains 13 hydrological models. Some of them are integrated models including hydraulic component. Some cover complete basin or a large area, others just small local river basins.
The following models cover the complete or the major part of the Sava basin:
- HEC-HMS Sava1 – complete basin (all countries)
- WFlow2 Sava – part of basin (Bosnia and Herzegovina, Montenegro, Serbia)
The following models are local models:
- Mike-NAM3 Croatia – integrated in the Mike 11 hydraulic model Croatia
- Mike-NAM Una – integrated in the Mike 11 hydraulic model Una
- Mike-NAM Vrbas
- HBV-light4 Bosna
- WFlow Montenegro
- HEC-HMS Kolubara
- HBV5 Kolubara
- HBV Jadar
- HBV Tamnava
- HBV Ub
- HBV Ljig.
_______________________
[1] https://www.hec.usace.army.mil/software/hec-hms/
[2] https://oss.deltares.nl/web/wflow/why-wflow
[3] https://www.mikepoweredbydhi.com/products/mike-hydro-river/hydrology
[4] https://www.geo.uzh.ch/en/units/h2k/Services/HBV-Model.html
[5] http://www.smhi.se/en/research/research-departments/hydrology/hbv-1.90007
Hydraulic models
The Sava FFWS currently contains 30 hydraulic models.
The following model cover the Sava River mainstem:
- HEC-RAS Sava1 (Bosnia and Herzegovina, Croatia, Serbia).
The following models are local models:
- HEC-RAS Bosna
- HEC-RAS Sana
- HEC-RAS Sanica
- HEC-RAS Una (Bihać)
- HEC-RAS Una (Bosanska Krupa)
- HEC-RAS Una (Kulen Vakuf)
- HEC-RAS Usora
- HEC-RAS Vrbas
- HEC-RAS Drina
- HEC-RAS Kolubara – 17 separate models for Kolubara integrated and merged
- Mike 112 Croatia
- Mike 11 Una
- Mike 11 Vrbas.
_______________________
[1] https://www.hec.usace.army.mil/software/hec-ras/
[2] https://mikepoweredbydhi.com/products/mike-11
The Sava FFWS currently contains 13 hydrological models. Some of them are integrated models including hydraulic component. Some cover complete basin or a large area, others just small local river basins.
The following models cover the complete or the major part of the Sava basin:
- HEC-HMS Sava1 – complete basin (all countries)
- WFlow2 Sava – part of basin (Bosnia and Herzegovina, Montenegro, Serbia)
The following models are local models:
- Mike-NAM3 Croatia – integrated in the Mike 11 hydraulic model Croatia
- Mike-NAM Una – integrated in the Mike 11 hydraulic model Una
- Mike-NAM Vrbas
- HBV-light4 Bosna
- WFlow Montenegro
- HEC-HMS Kolubara
- HBV5 Kolubara
- HBV Jadar
- HBV Tamnava
- HBV Ub
- HBV Ljig.
_______________________
[1] https://www.hec.usace.army.mil/software/hec-hms/
[2] https://oss.deltares.nl/web/wflow/why-wflow
[3] https://www.mikepoweredbydhi.com/products/mike-hydro-river/hydrology
[4] https://www.geo.uzh.ch/en/units/h2k/Services/HBV-Model.html
[5] http://www.smhi.se/en/research/research-departments/hydrology/hbv-1.90007
Hydraulic models
The Sava FFWS currently contains 30 hydraulic models.
The following model cover the Sava River mainstem:
- HEC-RAS Sava1 (Bosnia and Herzegovina, Croatia, Serbia).
The following models are local models:
- HEC-RAS Bosna
- HEC-RAS Sana
- HEC-RAS Sanica
- HEC-RAS Una (Bihać)
- HEC-RAS Una (Bosanska Krupa)
- HEC-RAS Una (Kulen Vakuf)
- HEC-RAS Usora
- HEC-RAS Vrbas
- HEC-RAS Drina
- HEC-RAS Kolubara – 17 separate models for Kolubara integrated and merged
- Mike 112 Croatia
- Mike 11 Una
- Mike 11 Vrbas.
_______________________
[1] https://www.hec.usace.army.mil/software/hec-ras/
[2] https://mikepoweredbydhi.com/products/mike-11
Sava FFWS is based on the Delft-FEWS platform, which has been applied in a number of basins around the world. The platform is flexible and allows integration of all meteorological, hydrological and hydraulic models used in the basin. The system itself is complex, since it is designed in the form of a single central system server and three backups, located in four countries, along with a part of the system (archive and web server) located in the headquarters of the Sava Commission. However, such a system architecture enables active co-operation of all national institutions and at the same time ensures a sense of ownership. The following table lists the beneficiary institutions and the role of each of them in the system, agreed for the first phase of its operational use.
Country | Institution | Note |
Slovenia | Slovenian Environmental Agency, Ljubljana | Central server |
Croatia | Croatian Meteorological and Hydrological Service, Zagreb | 3rd backup |
Hrvatske vode, Zagreb | ||
Bosnia and Herzegovina | Federal Hydrometeorological Service, Sarajevo | |
Republic Hydro-Meteorological Service, Banja Luka | ||
Sava River Watershed Agency, Sarajevo | 2nd backup | |
Public Institution „Vode Srpske“, Bijeljina | ||
Serbia | Republic Hydrometeorological Service of Serbia, Beograd | 1st backup and test system |
Public Water Management Company “Srbijavode", Beograd | ||
Montenegro | Institute of Hydrometeorology and Seismology, Podgorica | |
ISRBC Secretariat, Zagreb | Archive and web server |