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Ovim prikazom želimo da Vas upoznamo sa našom opremom, kako bi ste ekonomično i kvalitetnom izradom, brzo došli do realizacije Vaših želja i istovremeno bili efikasni u realizaciji svojih ciljeva. Sve ovo prati stručan rad naših majstora koji imaju veliko iskustvo i tradiciju,što krasi našu ponudu.
Tehnička opremljenost kapcitetom:
- Indukcione peći kapaciteta od po 2 tone, proizvođač BBC, kapaciteta 15 t/dan
- Kaluparnica
- Modelarnica
- Format mašine 10, 20, 30, 40, ručno kalupovanje u bentonitnoj mešavini, furanskim smolama
- Mikseri za sigelnu mešavinu
- Konti mešač
- Mašine za ŠALKO postupak, CO2, furanska smola
- Peskirnice VK-5 i G-2, VK 3, kapaciteta 15 t
- Peć za termičku obradu kapaciteta 15 tona
- Stabilne brusilice
- Viseće brusilice
- Kranovi
- Vede
- Viljuškare
- Arker aparati i autogeno sečenje
- Laboratorija za kontrolu kvaliteta sa kvantometrom, mikroskopom, brinelom, kidalicom
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)
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