Opći indikatori uspješnosti STP II
Opći indikatori uspješnosti po natječajima i po programima
Od sredine listopada 2013. godine do kraja 2019. godine ukupno je pokrenuto i završeno 38 projekata u okviru programa „Znanstvena suradnja“, 1 projekt u okviru programa „Mladi znanstvenici i stručnjaci“ i 20 projekata u okviru programa "Povezivanje znanstvenika".
U sklopu prvog natječaja programa „Znanstvena suradnja“ u okviru STP II u 2013. godini su ukupno ugovorena sredstva UKF-a za 17 projekata iznosila 22.102.792 kn (od toga je u konačnici isplaćeno/potrošeno 21.239.936 kn, odnosno 96,1%), dok je iz drugih izvora osigurano ukupno 6.957.792 kn. Jedan je projekt u okviru programa „Mladi znanstvenici i stručnjaci“ financiran od UKF-a u iznosu od 80.000 kn, a dodatno je privučeno 253.807 kn iz privatnog sektora, odnosno preko 3 puta više sredstava od sredstava UKF-a. Ukupno su UKF projekti iz drugih izvora privukli dodatnih 34% u odnosu na ukupan iznos dobivenih sredstava od UKF-a.
Kao rezultat jednog UKF-ovog projekta osnovana je spin off tvrtka koja je razvila višekanalni pikoampermetar koji može raditi na visokom naponu, te je uspjela prodati svoj novo razvijeni uređaj značajnim međunarodnim institucijama kao što su CERN i Yale-u te izvesti svoj proizvod u više zemalja; Izrael, Finsku, Njemačku, Španjolsku, Rumunjsku, Indiju, SAD.
Za 9 projekata iz drugog natječaja programa „Znanstvena suradnja“ u okviru STP II koji su završili u prosincu 2017. godine ukupno ugovorena sredstva UKF-a iznose 11.370.117 kn (od čega je utrošeno 10.701.811 kn), dok je od ostalih izvora osigurano ukupno 5.280.263 kn. Ukupno su UKF projekti iz drugih izvora privukli dodatnih 49% u odnosu na ukupan iznos sredstava od UKF-a.
U sklopu trećeg natječaja programa „Znanstvena suradnja“ u okviru STP II, za potporu "Moja prva suradnja" ukupno je ugovoreno 12 projekata koji su završili u siječnju i ožujku 2019. godine te su ukupno ugovorena sredstva UKF-a iznosila 3.520.491 kn (od čega je utrošeno 3.020.047 kn), dok je od ostalih izvora osigurano ukupno 1.059.012 kn. Ukupno su UKF projekti iz drugih izvora privukli dodatnih 35% u odnosu na ukupan iznos sredstava od UKF-a.
Temeljem rezultata nastalih u okviru dva UKF-ova projekta provedena u sklopu programa "Znanstvena suradnja", dobivena su ukupno tri projekta Europskog istraživačkog vijeća (ERC).
U 2019. godini ugovoreno je i 20 projekata u sklopu programa "Povezivanje znanstvenika" za potporu "Stjecanje iskustva", u iznosu od 769.719 kn, a konačno je utrošeno 716.408 kn, dok je iz ostalih izvora osigurano 685.447 kn.
Tablica 1
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)
* Prikazan je broj institucija koje sudjeluju u svakom natječaju, međutim neke institucije sudjeluju u više projekata pa se u ukupnom zbroju broje samo jednom
** Broj se odnosi na tvrtke u javnom i privatnom vlasništvu
*** Neutrošena sredstva od završenih projekata su ponovo ugovorena odnosno reinvestirana u nove natječaje
Tablica 1 prikazuje podatke koji se odnose na broj projekata i ukupan ugovoren/iznos isplaćen projektima, broj znanstvenika (domaćih, stranih i iz Dijaspore), broj institucija (hrvatskih i stranih) i broj partnera iz gospodarstva koji su sudjelovali u provedbi te udjele ostvarenog sufinanciranja od strane domaćih i stranih institucija te partnera iz gospodarstva. Podaci su prikazani po natječajima i po programima.
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