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Plenković ne želi provesti Rezoluciju EP-a

Plenković ne želi provesti Rezoluciju EP-a

Lustracija znači skidanje stigme s hrvatskoga naroda da je...

"Duboka država", Manolić i Buda

Nitko tko nije umočen u njihove stare strukture ne može u ovoj zemlji doći...

Hrvatski izbori na tragu događanja iz sv. Gottharda

Hrvatski izbori na tragu događanja iz sv. Gottharda

Plenkovićeva Hrvatska - poslušan i pouzdan provoditelj stranih...

Dokle će HAZU trpjeti primitivnoga Blagonića?

Dokle će HAZU trpjeti primitivnoga Blagonića?

Je li HAZU ozbiljna znanstvena institucija u Hrvata ili tračerski...

Zaustavite Reuters i Eurostat!

Zaustavite Reuters i Eurostat!

Poslijepotresni grafiti na površinama javnog prostora u...

  • Plenković ne želi provesti Rezoluciju EP-a

    Plenković ne želi provesti Rezoluciju EP-a

    srijeda, 08. srpnja 2020. 08:00
  • "Duboka država", Manolić i Buda

    srijeda, 08. srpnja 2020. 07:36
  • Hrvatski izbori na tragu događanja iz sv. Gottharda

    Hrvatski izbori na tragu događanja iz sv. Gottharda

    četvrtak, 09. srpnja 2020. 11:30
  • Dokle će HAZU trpjeti primitivnoga Blagonića?

    Dokle će HAZU trpjeti primitivnoga Blagonića?

    srijeda, 08. srpnja 2020. 07:33
  • Zaustavite Reuters i Eurostat!

    Zaustavite Reuters i Eurostat!

    četvrtak, 09. srpnja 2020. 11:26

Kako mehanizmi suradnje za obnovljive izvore mogu pomoći razvoju novih projekata u Hrvatskoj?

 
 
Direktivom 2009/28/EZ definirane su mogućnosti da pojedine članice Europske unije postignu svoje ciljeve za udio obnovljivih izvora energije u 2020. godini izgradnjom postrojenja na takve izvore u drugim članicama. To predstavlja priliku za strane investicije u obnovljive izvore u Hrvatskoj, korištenjem mehanizama poticaja iz drugih država. Time se omogućuje da se projekti razvijaju tamo gdje su potencijali viši, a cijene razvoja projekta niže. Koja su dosadašnja iskustva, prepoznate prepreke i koliko se pri tome može očekivati potpora razvoju novih projekata obnovljivih izvora u Hrvatskoj u bližoj i daljnjoj budućnosti?
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
Rezultati regionalnog modeliranja modelom Green-X na Tehničkom sveučilištu u Beču, provedenom u sklopu europskog projekta BETTER, govore o potencijalima da kroz pojačani razvoj obnovljivih izvora (što uključuje i korištenje spomenutih mehanizama) Hrvatska može do 2020. godine značajno premašiti postavljeni cilj za udio obnovljivih izvora (do 27 % umjesto sadašnjih 20 %), što može stvoriti i dodatne socioekonomske prilike. Nadalje, rezultati modeliranja pokazuju da bi smanjenje administrativnih barijera na Zapadnom Balkanu dovelo do povećanja instalirane snage u obnovljivim izvorima za 50 % do 2030, a bez smanjenja administrativnih barijera nijedna od tih zemalja neće ostvariti svoje ciljeve za obnovljive izvore do 2020. godine.
 

Zoran Kordić, mag. ing. el., Program Ujedinjenih naroda za razvoj (UNDP), Ured Stalnog predstavnika u Hrvatskoj, Zagreb

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Buduća Hrvatska vlada bit će najljevija od 1945. godine. Slažete li se?

Ponedjeljak, 13/07/2020

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