Perstorp, som tillverkar en lång rad kemiska produkter, är ett av de svenska företag som gått ut och ställt krav på hur massbalansprincipen behöver regleras för kemiindustrin. Bolaget är anslutet till certifieringen ISCC+ och arbetar med spårbar massbalans.
– Vi applicerar det vi kallar för spårbar massbalans, som erkänner de grundläggande principerna för massbalans men applicerar kemisk och fysisk spårbarhet. Tillämpning av kemisk och fysisk spårbarhet innebär att vi använder de råvaror som verkligen behövs för att produkten ska kunna produceras och att råvarorna går in i den verkliga processen på den produktionsanläggning där produkten tillverkas och att vi använder (den verkliga) produktionsanläggningens utbyten och förbrukningstal, säger Anna Berggren, som är hållbarhetschef på Perstorp.
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
publicerad 16 december 2022