Sistem za prognozu i upozorenje na poplave
Sistem za prognozu i upozorenje na poplave u slivu rijeke Save – Sav FFWS snažno doprinosi jačanju organizacija odgovornih za hidrometeorološke usluge i odbranu od poplava u zemljama u slivu rijeke Save. Sava FFWS, kao zajednička prognostička platforma, dodatna je vrijednost postojećim nacionalnim sistemima 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 podrške zainteresiranim stranama u donošenju uravnoteženih odluka u vanrednim situacijama pojave poplava. Sava FFWS omogućuje, za pet zemalja u slivu, donošenje odluka o odgovarajućem upravljanju i provođenju mjera za sprečavanje i ublažavanje intenzivnih poplava, zasnovanih na preciznim prognozama proticaja i nivoa vodotoka s dovoljno dugim vremenom trajanja. To zahtjeva blisku saradnju sa relevantnim zainteresiranim stranama, upravljanje podacima i modelima, što je od ključne važnosti za uspješno korištenje i razvoj sistema. Sava FFWS je od ključnog značaja u ovoj saradnji; nužno je istaknuti da razvoj takvog sistemane bi bio moguć bez pomoći, aktivne podrške i izuzetne saradnje svih krajnjih korisnika u regiji.
Glavni cilj Sava FFWS-а je pružanje podrške zainteresiranim stranama u donošenju uravnoteženih odluka u vanrednim situacijama pojave poplava. Sava FFWS omogućuje, za pet zemalja u slivu, donošenje odluka o odgovarajućem upravljanju i provođenju mjera za sprečavanje i ublažavanje intenzivnih poplava, zasnovanih na preciznim prognozama proticaja i nivoa vodotoka s dovoljno dugim vremenom trajanja. To zahtjeva blisku saradnju sa relevantnim zainteresiranim stranama, upravljanje podacima i modelima, što je od ključne važnosti za uspješno korištenje i razvoj sistema. Sava FFWS je od ključnog značaja u ovoj saradnji; nužno je istaknuti da razvoj takvog sistemane bi bio moguć bez pomoći, aktivne podrške i izuzetne saradnje svih krajnjih korisnika u regiji.
Sava FFWS pruža prognostičarima iz hidrometoroloških službi profesionalni alat, omogućujući im da generišu hidrološke prognoze bazirane na osmotrenim podacima sa hidroloških i meteoroloških stanica i numeričkih vremenskih prognoza (NWP, eng. Numerical Weather Prediction). Sava FFWS koristi hidrološke i hidrauličke modele za izračunavanje oticanja u slivu, proticaja rijeke i vodostaja.
Sava FFWS se pokazao kao sveobuhvatan sistem koji uključuje sve podatke i modele koje su pojedinačne zemlje obezjedile. To ga čini jedinstvenim sistemom kada je u pitanju prekogranična saradnja u prognozi poplava. Ipak, uvijek postoji potencijal za poboljšanje.
Konfiguracija Sava FFWS-a je modularna. Kombinacija padavina i temperatura iz numeričkih vremenskih prognoza se putem hidrološkog modela pretvaraju u oticanje, a dalje i u većini slučajeva, putem hidrauličkog modela za nizvodnu transformaciju proticaja i izračun vodostaja, čime se definiraju jedinstvene radne procedure za prognozu poplava. Zbog broja hidroloških, hidrauličkih i modela numeričkih vremenskih prognoza dostupnih za sliv Save, u Sava FFWS-u je konfigurisano nekoliko procedura za prognoze.
Sava FFWS integriše sljedeće komponente koje su već 'priključene' u zajedničku platformu i međusobno povezane:
- čvorište za prikupljanje osmotrenih podataka - Sava HIS
- razni modeli numeričke prognoze vremena
Sava FFWS integriše sljedeće komponente koje su već 'priključene' u zajedničku platformu i međusobno povezane:
- čvorište za prikupljanje osmotrenih podataka - Sava HIS
- razni modeli numeričke prognoze vremena
U okviru Sava FFWS, 8 NWP modela se koristi kao ulaz meteoroloških podataka:
- 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.
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[1] Model za dinamičko prilagođavanje 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 okeanografska služba SAD / Nacionalni informacioni centar za okoliš - NOAA, https://nomads.ncep.noaa.gov
Zajedno s NWP-ima, Sava FFWS je podešen ekstrapolirati radarske ili satelitske snimke kako bi pružio vrlo tačnu kratkoročnu hidrološku prognozu (trenutna prognoza) za nekoliko sati unaprijed na temelju izmjerenih vrijednosti. Oprema za ovakvu trenutnu prognozu za sada nije dostupna u slivu rijeke Save. Prvi korak prema trenutnoj prognozi je postojanje kompozitne slike padavina sa radara (polje padavina), a koja treba biti korigovana sa osmotrenim podacima sa zemaljskih kišomjernih stanica (pluviometara). Radari u slivu rijeke Save trenutno nisu u stanju producirati precizne slike padavina.
S obzirom na značaj osiguravanja hidroloških prognoza i jačanja svijesti stručnjaka kada je u pitanju ulaz 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 ulaz 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 službene hidrološke prognoze izravno u Sava FFWS.
Hidrološki modeli
Sava FFWS trenutno sadrži 13 hidroloških modela. Neki od njih su integrisani 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 – integrisan u Mike 11 hidraulički model Hrvatske
- Mike-NAM Una – integrisan 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.
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[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.
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[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 sistem je složen, obzirom da je dizajniran u obliku sinhronizovanog hosting sistema kroz centralni server sistem i tri rezervne kopije, koje se nalaze u četiri države, zajedno s dijelom sistema (arhiva i web server) koji se nalazi u sjedištu Savske komisije. Takva arhitektura sistema omogućuje aktivnu saradnju svih nacionalnih institucija i istovremeno osigurava osjećaj vlasništva. Sljedeća tabela prikazuje strukturu institucija i ulogu svake od njih u sistemu, dogovorenu 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 i testni server |
JVP Srbijavode, Beograd | ||
Crna Gora | ZHMS, Podgorica | |
ISRBC | Arhivski i web server |