Ovjeravanje zakonitih mjerila
Zakonsko se mjeriteljstvo primjenjuje na mjerila kada zaštita ljudi i društva u cjelini zahtijevaju da država posveti posebnu pozornost rezultatima mjerenja, te je nužna intervencija treće nezavisne strane.
Zakonita mjerila moraju udovoljavati mjeriteljskim propisima, biti ispitana, ovjerena, i označena propisanim oznakama.
Zakonita mjerila u smislu odredaba Zakona su mjerila koja se upotrebljavaju za:
Ovjeravanje mjerila je postupak koji se provodi nakon što se utvrdi da je mjerilo sukladno odobrenom tipu mjerila i da udovoljava propisanim tehničkim i mjeriteljskim zahtjevima.
Ovjeravanje zakonith mjerila može biti prvo, redovno u propisanim vremenskim intervalima ili izvanredno.
Prvo ovjeravanje mjerila je postupak ovjere tipno odobrenog mjerila koje je dužan osigurati dobavljač mjerila.
Redovno ovjeravanje mjerila je postupak koji se provodi u propisanim vremenskim razdobljima za određenu vrstu mjerila. Redovnu ovjeru dužan je osigurati korisnik mjerila.
Za redovnu ovjeru mjerila toplinske energije, plinomjera korektora obujma plina, vodomjera, brojila električne energije obavezne su se brinuti pravne i fizičke osobe koje prodaju toplinsku, električnu energiju, vodu, plin.
Izvanredna ovjera zakonitog mjerila provodi se kad mjerilo nije bilo u uporabi zbog kvara ili drugih tehničkih nedostataka ili radi toga što nije bilo ovjereno u propisnom ovjernom razdoblju.
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)
Godišnji ovjerni žig u obliku naljepnice
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)
Žigovi za utiskivanje
Poveznice
PRAVILNIK o visini i načinu plaćanja naknade za mjeriteljske poslove koje obavlja Državni zavod za mjeriteljstvo ili ovlašteno tijelo NN 121/14, NN 66/18, NN133/20, NN150/22
Službe za mjeriteljstvo
Ovlaštena tijela za ovjeravanje i ovlaštene pravne osobe - popis
Ovlaštena tijela za pripremu ovjeravanja i ovlašteni servisi - popis
Pravilnici – Mjeriteljski zahtjevi za mjerila
Zakonita mjerila moraju udovoljavati mjeriteljskim propisima, biti ispitana, ovjerena, i označena propisanim oznakama.
Zakonita mjerila u smislu odredaba Zakona su mjerila koja se upotrebljavaju za:
- mjerenja u prometu robe i usluga,
- zaštitu zdravlja ljudi i životinja, opće sigurnosti, zaštitu imovine, okolišta i prirodnih resursa, zaštitu na radu, promet, zaštitu od nesreća,
- provjeru pretpakovina i boca kao mjernih spremnika
- mjerenja propisana Zakonom, provedbenim propisima donesenim na temelju Zakona i drugim propisima.
Ovjeravanje mjerila je postupak koji se provodi nakon što se utvrdi da je mjerilo sukladno odobrenom tipu mjerila i da udovoljava propisanim tehničkim i mjeriteljskim zahtjevima.
Ovjeravanje zakonith mjerila može biti prvo, redovno u propisanim vremenskim intervalima ili izvanredno.
Prvo ovjeravanje mjerila je postupak ovjere tipno odobrenog mjerila koje je dužan osigurati dobavljač mjerila.
Redovno ovjeravanje mjerila je postupak koji se provodi u propisanim vremenskim razdobljima za određenu vrstu mjerila. Redovnu ovjeru dužan je osigurati korisnik mjerila.
Za redovnu ovjeru mjerila toplinske energije, plinomjera korektora obujma plina, vodomjera, brojila električne energije obavezne su se brinuti pravne i fizičke osobe koje prodaju toplinsku, električnu energiju, vodu, plin.
Izvanredna ovjera zakonitog mjerila provodi se kad mjerilo nije bilo u uporabi zbog kvara ili drugih tehničkih nedostataka ili radi toga što nije bilo ovjereno u propisnom ovjernom razdoblju.
MJERILO JE ZAKONSKI NEISPRAVNO AKO MU JE ISTEKLO OVJERNO RAZDOBLJE
Ovjeravanje
Ovjeravanje zakonitih mjerila obavljaju Službe mjeriteljskih poslova (SMP) PJ Zagreb, PJ Rijeka, PJ Split i PJ Osijek Državnog zavoda za mjeriteljstvo ili ovlaštena tijela za ovjeravanje, tj. ovlaštene pravne osobe u svojim službenim prostorijama, te prostorijama ovlaštenih tijela za pripremu mjerila za ovjeravanje, odnosno ovlaštenih servisa ili neposredno na mjestu na kojem je mjerilo ugrađeno ili postavljeno, a koje je zbog svoje konstrukcije nepogodno za prijenos do prostorija za ovjeravanje.
Izgled najčešće korištenih ovjernih oznaka
Godišnji ovjerni žig u obliku naljepnice
Žigovi za utiskivanje
Poveznice
PRAVILNIK o visini i načinu plaćanja naknade za mjeriteljske poslove koje obavlja Državni zavod za mjeriteljstvo ili ovlašteno tijelo NN 121/14, NN 66/18, NN133/20, NN150/22
Službe za mjeriteljstvo
Ovlaštena tijela za ovjeravanje i ovlaštene pravne osobe - popis
Ovlaštena tijela za pripremu ovjeravanja i ovlašteni servisi - popis
Pravilnici – Mjeriteljski zahtjevi za mjerila