Систем за прогнозу и упозорења на поплаве
Систем прогнозе и упозорења на поплаве у сливу ријеке Саве – Сава FFWS снажно доприноси јачању организација одговорних за хидрометеоролошке услуге и одбрани од поплава у земљама у сливу ријеке Саве. Сава FFWS, као заједничка прогностичка платформа, је додана вриједност постојећим националним системима за прогнозу и упозорење, пружа побољшану основу за припрему и оптимизацију мјера за ублажавање, због чега значајно доприноси смањењу посљедица поплава.
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)
Главни циљ Сава FFWS-а је пружање подршке заинтересованим странамa у доношењу уравнотежених одлука у ванредним ситуацијама појава поплава. Сава FFWS омогућава за пет прибрежних земаља доношење одлука о одговарајућем управљању и спровођењу мјера за спречавање и ублажавање интензивних поплава, заснованих на прецизним прогнозама течења и протока сa довољно дугим временом трајања. То захтијева блиску сарадњу са релевантним заинтересованим странама, управљање подацима и моделима на терену, што је од кључног значаја за успјешан развој система. Сава FFWS је од кључног значаја у овој сарадњи; од суштинског је значаја истаћи, да развој таквог система не би био могућ без помоћи, активне подршке и изузетне сарадње свих крајњих корисника пројекта у региону.
Сава FFWS пружа прогнозерима хидрометолошких услуга експертски алат, омогућујући им да генеришу хидролошке прогнозе засноване на посматраним телеметријским подацима из хидролошких и метеоролошких мјерача и нумеричких временских прогноза (NWP). Сава FFWS користи хидролошке и хидрауличке моделе за израчунавање отицаја у сливу, протицаја ријеке и водостаја.
Сава FFWS се показао као свеобухватни систем који укључује све податке и моделе које су приложиле појединачне земље. То га чини јединственим системом када је у питању прекогранична сарадња у прогнози поплава. Ипак, увијек постоји потенцијал за побољшање.
Главни циљ Сава FFWS-а је пружање подршке заинтересованим странамa у доношењу уравнотежених одлука у ванредним ситуацијама појава поплава. Сава FFWS омогућава за пет прибрежних земаља доношење одлука о одговарајућем управљању и спровођењу мјера за спречавање и ублажавање интензивних поплава, заснованих на прецизним прогнозама течења и протока сa довољно дугим временом трајања. То захтијева блиску сарадњу са релевантним заинтересованим странама, управљање подацима и моделима на терену, што је од кључног значаја за успјешан развој система. Сава FFWS је од кључног значаја у овој сарадњи; од суштинског је значаја истаћи, да развој таквог система не би био могућ без помоћи, активне подршке и изузетне сарадње свих крајњих корисника пројекта у региону.
Сава FFWS пружа прогнозерима хидрометолошких услуга експертски алат, омогућујући им да генеришу хидролошке прогнозе засноване на посматраним телеметријским подацима из хидролошких и метеоролошких мјерача и нумеричких временских прогноза (NWP). Сава FFWS користи хидролошке и хидрауличке моделе за израчунавање отицаја у сливу, протицаја ријеке и водостаја.
Сава FFWS се показао као свеобухватни систем који укључује све податке и моделе које су приложиле појединачне земље. То га чини јединственим системом када је у питању прекогранична сарадња у прогнози поплава. Ипак, увијек постоји потенцијал за побољшање.
Поставка Савa FFWS-а је модуларна. Комбинација падавина и температура из нумеричке временске прогнозе хидролошког модела који конвертује падавине и температуру у отицаје и, у већини случајева, хидрауличког модела за низводну трансформацију отицаја и израчун водостаја, дефинишу јединствене радне процедуре за прогнозу. Усљед броја хидролошких модела, хидрауличних модела и нумеричких модела временских прогноза доступних за Саву, неколико процедура за прогнозе је конфигурисано у Сава FFWS.
Сава ФФВС интегрише сљедеће компоненте које су већ „прикључене“ у заједничку платформу и међусобно повезане:
- чвориште за прикупљање осмотрених података - Sava HIS
- разни модели нумеричке прогнозе времена
Сава ФФВС интегрише сљедеће компоненте које су већ „прикључене“ у заједничку платформу и међусобно повезане:
- чвориште за прикупљање осмотрених података - Sava HIS
- разни модели нумеричке прогнозе времена
У оквиру Сава FFWS, 8 NWP модела се користи за метеоролошки унос:
- модел ALADIN1 Хрватска
- модел ALADIN Босна и Херцеговина
- модел ECMWF2
- модел ECMWF ensemble
- модел WRF3 Босна и Херцеговина
- модел WRF Црна Гора
- модел WRF Србија
- модел NMMB4 Србија.
_______________________
[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
- модел ALADIN1 Хрватска
- модел ALADIN Босна и Херцеговина
- модел ECMWF2
- модел ECMWF ensemble
- модел WRF3 Босна и Херцеговина
- модел WRF Црна Гора
- модел WRF Србија
- модел NMMB4 Србија.
_______________________
[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
Заједно са NWP-ом, Сава FFWS је припремљен да екстраполира радарске или сателитске снимке како би се обезбиједила врло прецизна краткорочна хидролошка прогноза (тренутна прогноза) за неколико сати унапријед заснована на измјерeним вриједностима. Опрема за тренутну прогнозу за сада није доступна у сливу ријеке Саве. Први корак ка тренутној прогнози је постојање композитне слике падавина на радару (поље падавина), кориговане осмотреним подацима са земаљских мјерача кише (плувиометара). Радари у сливу ријеке Саве тренутно нису у стању да продукују прецизне слике падавина.
Обзиром на значај осигуравања хидролошких прогноза и јачања свијести стручњака када је у питању унос метеоролошких података, у Сава FFWS, поред Опера1 композитних слика, имплементирају се Лиска радарски подаци из АРСО (Словенија). Ове слике су приказане само унутар система, али нису повезане ни са једним од хидролошких или хидрауличних модела имплементираних у оквиру Сава FFWS. Ово се такође односи и на H-SAF2 сателитске слике
_______________________
[1] Radar Programme of EUMETNET, https://www.eumetnet.eu/
[2] Satellite Application Facility of EUMETSAT hsaf.meteoam.it
Обзиром на значај осигуравања хидролошких прогноза и јачања свијести стручњака када је у питању унос метеоролошких података, у Сава FFWS, поред Опера1 композитних слика, имплементирају се Лиска радарски подаци из АРСО (Словенија). Ове слике су приказане само унутар система, али нису повезане ни са једним од хидролошких или хидрауличних модела имплементираних у оквиру Сава FFWS. Ово се такође односи и на H-SAF2 сателитске слике
_______________________
[1] Radar Programme of EUMETNET, https://www.eumetnet.eu/
[2] Satellite Application Facility of EUMETSAT hsaf.meteoam.it
Словенија, Хрватска, Босна и Херцеговина и Србија достављају своје екстерне хидролошке прогнозе директно у Сава FFWS
Хидролошки модели
Сава FFWS тренутно садржи 13 хидролошких модела. Неки од њих су интегрисани модели, укључујући и хидрауличку компоненту. Неки покривају комплетни слив или велике области, други само малe локалне ријечне сливове.
Сљедећи модели покривају комплетан или главни дио слива ријеке Саве:
- HEC-HMS Sava1 – комплетан слив (све земље)
- WFlow2 Sava – дио слива (Босна и Херцеговина, Црна Гора, Србија)
Сљедећи модели су локални модели:
- Mike-NAM3 Хрватска – интегрисан у Мike11 хидраулички модел Хрватске
- Mike-NAM Уна – интегрисан у Мike11 хидраулички модел Уне
- Mike-NAM Врбас
- HBV-light4 Босна
- WFlow Црна Гора
- HEC-HMS Колубара
- HBV5 Колубара
- HBV Јадар
- HBV Тамнава
- HBV Уб
- HBV Љиг.
_______________________
[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
Хидраулички модели
Сава FFWS тренутно садржи 30 хидрауличких модела.
Сљедећи модел покрива главни ток ријеке Саве:
- HEC-RAS Sava1 (Босна и Херцеговина, Хрватска, Србија).
Сљедећи модели су локални модели:
_______________________
[1] https://www.hec.usace.army.mil/software/hec-ras/
[2] https://mikepoweredbydhi.com/products/mike-11
Сава FFWS тренутно садржи 13 хидролошких модела. Неки од њих су интегрисани модели, укључујући и хидрауличку компоненту. Неки покривају комплетни слив или велике области, други само малe локалне ријечне сливове.
Сљедећи модели покривају комплетан или главни дио слива ријеке Саве:
- HEC-HMS Sava1 – комплетан слив (све земље)
- WFlow2 Sava – дио слива (Босна и Херцеговина, Црна Гора, Србија)
Сљедећи модели су локални модели:
- Mike-NAM3 Хрватска – интегрисан у Мike11 хидраулички модел Хрватске
- Mike-NAM Уна – интегрисан у Мike11 хидраулички модел Уне
- Mike-NAM Врбас
- HBV-light4 Босна
- WFlow Црна Гора
- HEC-HMS Колубара
- HBV5 Колубара
- HBV Јадар
- HBV Тамнава
- HBV Уб
- HBV Љиг.
_______________________
[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
Хидраулички модели
Сава FFWS тренутно садржи 30 хидрауличких модела.
Сљедећи модел покрива главни ток ријеке Саве:
- HEC-RAS Sava1 (Босна и Херцеговина, Хрватска, Србија).
Сљедећи модели су локални модели:
- HEC-RAS Босна
- HEC-RAS Сана
- HEC-RAS Саница
- HEC-RAS Уна (Бихаћ)
- HEC-RAS Уна (Босанска Крупа)
- HEC-RAS Уна (Кулен Вакуф)
- HEC-RAS Усора
- HEC-RAS Врбас
- HEC-RAS Дрина
- HEC-RAS Колубара – 17 одвојених модела за Колубару интегрисано и спојено
- Мike112 Хрватска
- Мike11 Уна
- Мike11 Врбас.
[1] https://www.hec.usace.army.mil/software/hec-ras/
[2] https://mikepoweredbydhi.com/products/mike-11
Сава FFWS је заснован на платформи Делфт-FEWS, која се примjењује на великом броју сливова у свијету. Платформа је флексибилна и омогућује интеграцију свих метеоролошких, хидролошких и хидрауличких модела који се користе у сливу. Сам систем је сложен, обзиром да је дизајниран у облику јединственог сервера централног система и три резервне копије, које се налазе у четири државе, заједно са делом система (архива и интернет сервер) који се налази у сједишту Савске комисије. Таква архитектура система омогућује активну сарадњу свих националних институција и истовремено обезбјеђује осјећај власништва. Сљедећа табела наводи институције корисника и улогу сваке од њих у систему, уговорене за прву фазу оперативног коришћења.
Држава | Институције | Напомена |
Словенија | АРСО, Љубљана | Централни сервер |
Хрватска | ДХМЗ, Загреб | 3. помоћни сервер |
Хрватске воде, Загреб | ||
Босна и Херцеговина | ФХМЗ, Сарајево | |
РХМЗ РС, Бања Лука | ||
АВП Сава, Сарајево | 2. помоћнисервер | |
ЈУ Вода Српске, Бијељина | ||
Србија | РХМЗ, Београд | 1. помоћни и тестни систем |
ЈВП Србија воде, Београд | ||
Црна Гора | ЗХМС, Подгорица | |
ИСРБЦ | Архивски и web сервер |