Tanken är att det cellulosabaserade pappersbatteriet, en superkondensator som har en barriär mot fukt, syre och värme, ska kunna byggas in i väggar och lagra energi från exempelvis solceller och samtidig användas som väggisolering.
Pappersbatteri ska lagra energi i byggnader
Batterier
Forskare har utvecklat ett pappersbatteri som ska kunna lagra förnybar energi i byggnader och isolera väggar.
Samtidigt.

Foto: Rise
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? Logga in och läs vidare.

– Vi ser en potential för att byggnader ska bli självförsörjande på energi med hjälp av pappersbatteriet, säger Jesper Edberg och forskare på det statliga forskningsinstitutet Rise och vetenskaplig ledare vid Digital Cellulose Center i en kommentar.
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