Tre grundstenar som bygger kvalitet i leverantörsledet

Leverantörskvalitet Många inköpare tycker att det är svårt att jobba långsiktigt med leverantörskvalitet. Dessutom är det vanligt att företag har 100-tals eller rentav 1 000-tals underleverantör som är involverade i tillverkningen eller utvecklingen. Här är tre grundstenar hur företag kan gå till väga för att säkra och styra kvaliteten i alla leverantörsled.

Tre grundstenar som bygger kvalitet i leverantörsledet
Scanias inköpsavdelning har en särskild grupp som enbart har till uppgift att stötta underleverantörer. Bild Adobe Stock.

Inköpare idag har många gånger en besvärlig uppgift med att jobba långsiktigt med leverantörskvalitet. När det dessutom är vanligt att företag har 100-tals eller rentav 1 000-tals underleverantör som är involverade i utvecklingen och tillverkningen av en produkt blir det en ännu större utmaning.

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.

Björn Oskarsson har lång erfarenhet av frågor som har med leverantörskvalitet att göra. Under drygt 20 år var han bland annat ansvarig för att utveckla och genomföra logistikutbildningen vid institutionen, men har även ägnat sig åt forskning och författarskap kopplat till logistik.

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