Sustav prognoze i upozorenja na poplave
Sustav prognoze i upozorenja na poplave u slivu rijeke Save – Sav FFWS snažno doprinosi jačanju organizacija odgovornih za hidrometeorološke usluge i obrani od poplava u zemljama u slivu rijeke Save. Sava FFWS, kao zajednička prognostička platforma, dodana je vrijednost postojećim nacionalnim sustavima za prognozu i upozorenje, pruža poboljšanu osnovu za pripremu i optimizaciju mjera za ublažavanje, zbog čega značajno doprinosi smanjenju posljedica poplava.
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)
Glavni cilj Sava FFWS-а je pružanje potpore dionicima u donošenju uravnoteženih odluka u izvanrednim situacijama pojava poplava. Sava FFWS omogućuje za pet pribrežnih zemalja donošenje odluka o odgovarajućem upravljanju i provođenju mjera za sprečavanje i ublažavanje intenzivnih poplava, zasnovanih na preciznim prognozama tečenja i protjecaja s dovoljno dugim vremenom trajanja. To zahtjeva blisku suradnju s relevantnim dionicima, upravljanje podacima i modelima na terenu, što je od ključne važnosti za uspješan razvoj sustava. Sava FFWS je od ključnog značaja u ovoj suradnji; nužno je istaknuti da razvoj takvog sustava ne bi bio moguć bez pomoći, aktivne podrške i izuzetne suradnje svih krajnjih korisnika projekta u regiji.
Sava FFWS pruža prognozerima hidrometoloških usluga profesionalni alat, omogućujući im da generiraju hidrološke prognoze temeljene na promatranim telemetrijskim podacima iz hidroloških i meteoroloških mjerača i numeričkih vremenskih prognoza (NVP). Sava FFWS koristi hidrološke i hidrauličke modele za izračunavanje otjecaja u slivu, protjecaja rijeke i vodostaja. Glavni cilj Sava FFWS-а je pružanje potpore dionicima u donošenju uravnoteženih odluka u izvanrednim situacijama pojava poplava. Sava FFWS omogućuje za pet pribrežnih zemalja donošenje odluka o odgovarajućem upravljanju i provođenju mjera za sprečavanje i ublažavanje intenzivnih poplava, zasnovanih na preciznim prognozama tečenja i protjecaja s dovoljno dugim vremenom trajanja. To zahtjeva blisku suradnju s relevantnim dionicima, upravljanje podacima i modelima na terenu, što je od ključne važnosti za uspješan razvoj sustava. Sava FFWS je od ključnog značaja u ovoj suradnji; nužno je istaknuti da razvoj takvog sustava ne bi bio moguć bez pomoći, aktivne podrške i izuzetne suradnje svih krajnjih korisnika projekta u regiji.
Sava FFWS se pokazao kao sveobuhvatan sustav koji uključuje sve podatke i modele koje su priložile pojedinačne zemlje. To ga čini jedinstvenim sustavom kada je u pitanju prekogranična suradnja u prognozi poplava. Ipak, uvijek postoji potencijal za poboljšanje.
Postavka Sava FFWS-a je modularna. Kombinacija padalina i temperatura iz numeričke vremenske prognoze hidrološkog modela koji pretvara padaline i temperaturu u otjecaje i, u većini slučajeva, hidrauličkog modela za nizvodnu transformaciju otjecaja i izračun vodostaja, definiraju jedinstvene radne procedure za prognozu. Zbog broja hidroloških modela, hidrauličnih modela i numeričkih modela vremenskih prognoza dostupnih za Savu, nekoliko procedura za prognoze je konfigurirano u Sava FFWS.
Sava FFWS integrira sljedeće komponente koje su već 'priključene' u zajedničku platformu i međusobno povezane:
- podatkovno središte za prikupljanje promatranih podataka - Sava HIS
- razni modeli numeričke prognoze vremena
Sava FFWS integrira sljedeće komponente koje su već 'priključene' u zajedničku platformu i međusobno povezane:
- podatkovno središte za prikupljanje promatranih podataka - Sava HIS
- razni modeli numeričke prognoze vremena
U okviru Sava FFWS, 8 NWP modela se koristi za meteorološki unos:
- model ALADIN1 Hrvatska
- model ALADIN Slovenija
- model ECMWF2
- model ECMWF set
- model WRF3 Bosna i Hercegovina
- model WRF Crna GoraMontenegro
- model WRF Srbija
- model NMMB4 Srbija.
_______________________
[1] Model za dinamičko prilagođenje ograničenog područja, http://www.umr-cnrm.fr
[2] Model Europskog Centra za srednjoročne prognoze, https://www.ecmwf.int/
[3] Model istraživanja i prognoziranja vremena, https://www.mmm.ucar.edu/
[4] Proporcionalni nehidrostatski model, Nacionalna oceanografska služba SAD / Nacionalni informacijski centar za okoliš - NOAA, https://nomads.ncep.noaa.gov
- model ALADIN1 Hrvatska
- model ALADIN Slovenija
- model ECMWF2
- model ECMWF set
- model WRF3 Bosna i Hercegovina
- model WRF Crna GoraMontenegro
- model WRF Srbija
- model NMMB4 Srbija.
_______________________
[1] Model za dinamičko prilagođenje ograničenog područja, http://www.umr-cnrm.fr
[2] Model Europskog Centra za srednjoročne prognoze, https://www.ecmwf.int/
[3] Model istraživanja i prognoziranja vremena, https://www.mmm.ucar.edu/
[4] Proporcionalni nehidrostatski model, Nacionalna oceanografska služba SAD / Nacionalni informacijski centar za okoliš - NOAA, https://nomads.ncep.noaa.gov
Zajedno s NVP-om, Sava FFWS je spreman ekstrapolirati radarske ili satelitske snimke kako bi pružio vrlo točnu kratkoročnu hidrološku prognozu (trenutna prognoza) za nekoliko sati unaprijed na temelju izmjerenih vrijednosti. Oprema za trenutnu prognozu za sada nije dostupna u slivu rijeke Save. Prvi korak ka trenutnoj prognozi je postojanje kompozitne slike padalina na radaru (polje padalina), korigirane promotrenim podacima sa zemaljskih mjerača kiše (pluviometara). Radari u slivu rijeke Save trenutno nisu u stanju producirati precizne slike padalina.
S obzirom na značaj osiguravanja hidroloških prognoza i jačanja svijesti stručnjaka kada je u pitanju unos meteoroloških podataka, u Sava FFWS, pored Opera1 kompozitnih slika, implementiraju se Lisca radarski podaci iz ARSO (Slovenija). Ove slike su prikazane samo unutar sustava, ali nisu povezane ni s jednim od hidroloških ili hidrauličkih modela implementiranih u okviru Sava FFWS. Ovo se također odnosi i na H-SAF2 satelitske slike
_______________________S obzirom na značaj osiguravanja hidroloških prognoza i jačanja svijesti stručnjaka kada je u pitanju unos meteoroloških podataka, u Sava FFWS, pored Opera1 kompozitnih slika, implementiraju se Lisca radarski podaci iz ARSO (Slovenija). Ove slike su prikazane samo unutar sustava, ali nisu povezane ni s jednim od hidroloških ili hidrauličkih modela implementiranih u okviru Sava FFWS. Ovo se također odnosi i na H-SAF2 satelitske slike
[1] Radarski program EUMETNET, https://www.eumetnet.eu/
[2] Satelitske Aplikacije EUMETSAT-a hsaf.meteoam.it
Slovenija, Hrvatska, Bosna i Hercegovina i Srbija dostavljaju svoje vanjske hidrološke prognoze izravno u Sava FFWS.
Hidrološki modeli
Sava FFWS trenutno sadrži 13 hidroloških modela. Neki od njih su integrirani modeli, uključujući i hidrauličku komponentu. Neki pokrivaju kompletan sliv ili velika područja, drugi samo male lokalne riječne slivove. Sljedeći modeli pokrivaju kompletan ili glavni dio sliva rijeke Save:
- HEC-HMS Sava1 – kompletan sliv (sve zemlje)
- WFlow2 Sava – dio sliva (Bosna i Hercegovina, Crna Gora, Srbija)
Sljedeći modeli su lokalni modeli:
- Mike-NAM3 Hrvatska – integriran u Mike 11 hidraulički model Hrvatske
- Mike-NAM Una – integriran u Mike 11 hidrauličke modele Une
- Mike-NAM Vrbas
- HBV-light4 Bosna
- WFlow Crna Gora
- 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
Hidraulički modeli
Sava FFWS trenutno sadrži 30 hidrauličkih modela.
Sljedeći model pokriva glavni tok rijeke Save:
- HEC-RAS Sava1 (Bosna i Hercegovina, Hrvatska, Srbija).
Sljedeći modeli su lokalni modeli:
- 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 odvojenih modela za Kolubaru integrirano i spojeno
- Mike 112 Hrvatska
- 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 trenutno sadrži 13 hidroloških modela. Neki od njih su integrirani modeli, uključujući i hidrauličku komponentu. Neki pokrivaju kompletan sliv ili velika područja, drugi samo male lokalne riječne slivove. Sljedeći modeli pokrivaju kompletan ili glavni dio sliva rijeke Save:
- HEC-HMS Sava1 – kompletan sliv (sve zemlje)
- WFlow2 Sava – dio sliva (Bosna i Hercegovina, Crna Gora, Srbija)
Sljedeći modeli su lokalni modeli:
- Mike-NAM3 Hrvatska – integriran u Mike 11 hidraulički model Hrvatske
- Mike-NAM Una – integriran u Mike 11 hidrauličke modele Une
- Mike-NAM Vrbas
- HBV-light4 Bosna
- WFlow Crna Gora
- 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
Hidraulički modeli
Sava FFWS trenutno sadrži 30 hidrauličkih modela.
Sljedeći model pokriva glavni tok rijeke Save:
- HEC-RAS Sava1 (Bosna i Hercegovina, Hrvatska, Srbija).
Sljedeći modeli su lokalni modeli:
- 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 odvojenih modela za Kolubaru integrirano i spojeno
- Mike 112 Hrvatska
- 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 je zasnovan na platformi Delft-FEWS, koja se primjenjuje na velikom broju slivova u svijetu. Platforma je fleksibilna i omogućuje integraciju svih meteoroloških, hidroloških i hidrauličkih modela koji se koriste u slivu. Sam sustav je složen, obzirom da je dizajniran u obliku jedinstvenog servera središnjeg sustava i tri rezervne kopije, koje se nalaze u četiri države, zajedno s dijelom sustava (arhiva i internet server) koji se nalazi u sjedištu Savske komisije. Takva arhitektura sustava omogućuje aktivnu suradnju svih nacionalnih institucija i istovremeno osigurava osjećaj vlasništva. Sljedeća tabela navodi institucije korisnika i ulogu svake od njih u sustavu, ugovorene za prvu fazu operativnog korištenja.
Država | Institucije | Napomena |
Slovenija | ARSO, Ljubljana | Centralni server |
Hrvatska | DHMZ, Zagreb | 3. pomoćni server |
Hrvatske vode, Zagreb | ||
Bosna i Hercegovina | FHMZ, Sarajevo | |
RHMZ RS, Banja Luka | ||
AVP Sava, Sarajevo | 2. pomoćni server | |
JU Vode Srpske, Bijeljina | ||
Srbija | RHMZ, Beograd | 1. pomoćni server i testni server |
JVP Srbijavode, Beograd | ||
Crna Gora | ZHMS, Podgorica | |
ISRBC | Arhivski i web server |