Utmaningen – att mäta cirkularitet

Cirkulär ekonomi Samhället behöver bli mer cirkulärt, men frågan är hur det ska gå till när det inte finns något standardiserat sätt att mäta cirkularitet för en organisation, produkt eller råvara.

Utmaningen – att mäta cirkularitet
Cirkulär ekonomi – en svårmätt historia. Foto: StockAdobe

Det finns en uppsjö av förslag på hur cirkularitet ska kunna mätas och följas upp, men ingen standard eller rekommendation på företags- eller branschnivå. Delegationen för cirkulär ekonomi, som är tillsatt av regeringen, har därför tillsatt en expertgrupp som ska ta fram förslag på hur detta ska gå till.

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.
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– Vårt uppdrag är att rekommendera vilka mätesätt Sverige bör koordinera sig kring, samt i vilken grad och vid vilken tidpunkt. Det inkluderar att ge rekommendationer för nivån på mätningen. Det är inte samma sak att mäta på produktnivå som på bransch- eller nationsnivå och man kommer att behöva mäta på olika sätt, säger Marcus Linder, Rise, som ingår i expertgruppen.

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