Standarder för cirkularitet med fokus på resursvärdet

Standard Inom Iso pågår sedan ett par år tillbaka ett arbete med att både definiera begreppet cirkularitet och standardisera hur mätningarna ska gå till. Resursvärde är ett av nyckelorden i arbetet med standarder för cirkularitet.

Standarder för cirkularitet med fokus på resursvärdet
Iso arbetar för att ta fram standarder för cirkularitet. Illustration: StockAdobe

Cirkularitet har kommit allt högre upp på agendan på alla nivåer i samhället. Även om ekonomin eldas på av ökad konsumtion har allt fler insett det ohållbara i att ständigt tillföra produktionssystemet jungfruligt material som förädlas till produkter som med tiden hamnar på det växande sopberget.

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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Redan prenumerant?

– Visst tycker konsumenter att det är roligt med nya saker. Men från samhällets sida har man insett problemet med resursslöseriet och ökade avfallsmängderna, säger Raul Carlsson, senior forskare på forskningsinstitutet Rise.

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