Vid slutet av 2021 fanns det 92 360 elnätanslutna solcellsanläggningar i Sverige, och den totala installerade effekten uppgår nu till 1 593 MW.
Kraftig ökning av installerade solcellsanläggningar
Energi Under 2021 installerades 26 500 nätanslutna solcellsanläggningar i Sverige med en gemensam installerad effekt på 500 MW. Det är en ökning med 46 procent jämfört med 2020.

Den totala installerade effekten uppgår nu till nästan 1,6 GW. Foto: Adobe Stock
Någonting är fel
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Solcellsanläggningarna producerar nästan lika mycket el per år som en kommun av Gävles storlek använder årligen.
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