Flödeseffektivitet i fokus för Getinges förbättringar

LEAN Genom att systematiskt arbeta med effektivisering av end-to-end-flöden och ständiga förbättringar ser Getinges Solna-fabrik kortare ledtider och minskade kostnader – i kombination med en mer engagerad personalstyrka.

Flödeseffektivitet i fokus för Getinges förbättringar

Utifrån ser fabriken ut som ett vanligt kontorshus. Inuti lokalerna i centrala Solna går medarbetarna runt i vita rockar och fokuset är påtagligt kring produktionslinorna; alla har en uppgift som de håller på med. Under pandemin var tempot ännu högre och man arbetade i treskift för att kunna få ut den mängd ventilatorer – på vanlig svenska brukar vi säga respiratorer – som världen behövde.

Någonting är fel

Du är inloggad som prenumerant hos förlaget Pauser Media, men nånting är fel. På din profilsida ser du vilka av våra produkter som du har tillgång till. Skulle uppgifterna inte stämma på din profilsida – vänligen kontakta vår kundtjänst.

Kvalitetsmagasinet är på plats för här drivs ett framgångsrikt Lean-arbete. När Getinge påbörjade Lean-resan 2017 var målet tydligt – att öka flödeseffektiviteten och systematiskt arbeta med förbättringar. Idag, sju år senare, ser resultatet av detta arbete ut att bära frukt.

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