I en internationell forskarstudie publicerad i Nature Energy, har forskare tagit fram en ny metod för att beräkna hur extremväder påverkar energisystemen. Den visar att klimatförändringar med tilltagande stormar och värmeböljor, kan hindra vår energiförsörjning.
Så kan framtidens extremväder påverka våra energisystem
Energi
Stormar, torka och vindstilla vinterdagar kan i framtiden göra oss strömlösa. I en ny internationell forskarrapport har man räknat på 13 framtida klimatscenarier i 30 svenska städer.

Foto: Adobe Stock
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.
Miljö & Utveckling premium
Läs vidare – starta din prenumeration
- Magasinet Miljö & Utveckling - 6 nummer per år
- Full tillgång till allt digitalt material
Redan prenumerant? Logga in och läs vidare.
Längre fram i tiden kan vi vänta oss ett större antal extremväder i form av stormar, vindstilla sommardagar, extremkalla vinterdagar, kraftiga regn och torka.
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


