Guide: så räknar du återbrukets klimatnytta

Återbruk Återbruket bör öka – det är alla överens om. Men det är inte alltid lätt att räkna ut dess klimatnytta.
Louise Holmstedt, på Bengt Dahlgren, lyfter vikten av det och ger några nyttiga medskick på vägen.

Guide: så räknar du återbrukets klimatnytta
Återbrukets mellanprocesser, som lagring, är ganska dåligt dokumenterade och innebär en utmaning för den som vill räkna på klimatnyttan. Foto: Adobe Stock

Det är en standardiserad process och en livscykelmetodik som är kopplad till den europeiska standarden SS-EN 15978, Hållbarhet hos byggnadsverk, Värdering av byggnadens miljöprestanda.

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.
Hållbart samhällsbyggande premium

Läs vidare – starta din prenumeration

    Redan prenumerant?

    I den standarden delar man in byggnadens livscykel i fyra moduler.

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