Enligt det norska analysföretaget Rystad Energy värderas den globala marknaden för återvinning av solpaneler idag till cirka runt 1,7 miljarder kronor. Under de närmaste decennierna väntas den växa med flera hundra miljarder kronor.
”Dags för svensk anläggning för återvinning av solceller”
Cirkularitet
Sverige behöver en anläggning för återvinning av solceller. Det menar Svensk Solenergis vd Anna Werner. "Den kraftiga tillväxten av solkraft gör att det på sikt blir mycket att återvinna", säger hon.

Anna Werner vill se återvinning av solceller i Sverige.
Någonting är fel
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Det som driver utvecklingen är den kraftiga ökningen av antalet installerade solpaneler. Enligt EU-kommissionens beräkningar väntas installerad kapacitet från solkraft öka från 165 till 600 gigawatt inom unionen fram till 2030.
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


