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Beton spravljen separisanim šljunkom po recepturi koja zadovoljava evropske standarde za proizvodnju.
Klasičan beton sa 4 frakcije: Klasičan beton sa 3 frakcije (SITNOZRNI beton):
MB 15,20,25,30,35,40,45. MB 15,20,25,30,40.
MB 20,30,40. (PUMPANI beton) MB 20,30,40. (PUMPANI beton)
Gotov beton, izrada![gotov beton gotov beton](data:image/jpeg;base64,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)
Prednosti gotovog betona kod izrade temelja
Beton u ovoj oplati ima bolje uslove prilikom stvrdnjavanja što povećava njegov krajnji kvalitet i sprečava pojavu pukotina. Gradnja temelja počinje postavkom koritastih oplata sa dnom koje je izrađeno od istog materijala kao i stranice. Kako bi se osigurala vodonepropusnost ispod oplate se dodaje i poliuretan.
Prednosti gradnje ICF sistemom:
- čvrstoća - zidovi od armiranog betona su izuzetno čvrsti i otporni, kako u pogledu lateralnih sila (vetar i potres) tako i u smislu pritisne čvrstoće.
- brzina gradnje - iskusni izvođači postavljaju zid ICF oplate jednako brzo ili brže nego uvežbani majstori koji postavljaju uobičajne drvene oplate. Nema posebne faze postavljanja izolacije i/ili panela.
- zvučna izolacija - beton omogućuje dobru zvučnu izolaciju, naročito u kombinaciji sa materijalom od kog se pravi oplata.
- dobra izolacija - većina ICF zidova ima toplotnu provodljivost od 0,3-0,1W/m2K, zavisno od debljine, pa se lako postiže i kvalitet zida za PassivHaus standard
- otpornost na gorenje - beton ne gori, EPS (topi se)
- prednost betoniranja bez nereda - nema teških oplata, otpada od letvi i dasaka, nije potrebno premazivanje i pranje oplate
- armatura zadržava svoju poziciju unutar oplate i ostaje zaštićena od negativnih uticaja korozije.
Nedostaci gradnje ICF-om
- cevi i električne instalacije - instalacije prolaze kroz pripremljene žljebove u EPS-u, što je relativno jednostavno uraditi. Međutim, veoma su komplikovane sve ispravke ili dorade
- probijanje - vlažan beton u kalupu visokom tri metra pravi veliki statički pritisak na oplatu, pa može dovesti do pucanja polistirenske ploče.
Ipak, bez obzira na mane, ICF sistem ima sasvim dovoljno prednosti koje mu donose sve zapaženije mesto u gradnji stambenih i poslovnih objekta individualne ili višespratne gradnje.
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