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Mazak AM-/hybridmaskiner
Hybridmaskiner kombinerar det bästa inom produktionsteknologi och Additiv Tillverkning. Mazak tar ännu ett steg vidare i sin "Done-in-one" filosofi genom att inkludera 3D-printteknologier i sina Multi-taskingmaskiner.
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Mazak Hybrid Multi-Tasking machines
Hybridmaskiner kombinerar det bästa inom produktionsteknologi och Additiv Tillverkning. Mazak tar ännu ett steg vidare i sin «Done-in-one» filosofi genom att inkludera 3D-printteknologier i sina Multi-taskingmaskiner. Additiv tillverkning kan inkluderas i flera av Mazaks maskinmodeller och med anpassad metod speciellt för kundens behov. Genom att kombinera subtraktiv och additiv tillverkning i samma maskin uppnår man en mycket mer effektiv produktion, högre noggrannhet och reducerat antal uppspänningar.