Vi fokuserar på cirkularitet i våra produkter, vår service och våra lösningar.
Utvinning och överdriven användning av begränsade naturresurser kan innebära en risk för företag, natur och människoliv. Därför måste vi säkerställa ett mer hållbart sätt att hantera resurser. Vi på Nederman strävar efter ett kontinuerligt fokus på cirkularitet i vår värdekedja. Vi strävar efter att frikoppla vår konsumtion av naturresurser från vår tillväxt. Detta kräver ett kontinuerligt fokus på att "göra mer av mindre" och förlänga livslängden på både produkter och material.
Vi ska öka andelen återvunnet material i våra produkter och fortsätta leverera högkvalitativa och resurseffektiva lösningar. Vi kommer att arbeta för att våra produkter ska kunna underhållas, uppdateras och återanvändas – och att så mycket som möjligt kan tas om hand och återvinnas vid slutet av deras livslängd.
Våra åtaganden
Förbättra resurseffektiviteten genom att:
- Göra mer av mindre
- Förlänga livslängden på våra produkter
- Använda mer återvunna material
Huvudsakligt hållbarhetsmål inom fokusområdet ”Circularity”
År 2030, kommer minst 50% av våra totala inköpsvolym av stål, aluminium och polyester filterpåsar från återvunna källor
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)
2022 utgjorde stål, aluminium och polyester filterpåsar 64 % av Nedermans klimatpåverkan från köpta varor och tjänster. Källa: Svenska Miljöinstitutets (IVL) klimatkartläggning av Nedermans värdekedja, 2023
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)
Ett exempel på hur vi bidrar till våra kunders hållbarhetsarbete: Återanvändningsbara rörsystem tillverkade med återvunnet stål
Nordfab QF Ducts kan demonteras och återanvändas, vilket är en väsentlig funktion som stödjer cirkulariteten hos våra lösningar. Dessutom kommer nästan 50% av det stål som köps för att tillverka Nordfabs amerikanska rörsystem från återvunna källor.