Flexibilitetsmarknader på frammarsch – kan hjälpa Sverige att nå klimatmålen

Energisystem Flexibilitetsmarknader kan vara ett av svaren på hur Sveriges elproduktion kan bli helt förnybar till 2040. Det visar forskning från Linköpings universitet. Runt om i Sverige växer nu lokala marknader fram – och inom några år väntas området ta fart.

Flexibilitetsmarknader på frammarsch – kan hjälpa Sverige att nå klimatmålen
Flexibilitetsmarknader kan lösa effektproblem enligt en ny rapport.

Samhället står inför en ökande elektrifiering inom flera sektorer, däribland transportsektorn och industrin. Det innebär att efterfrågan på el väntas öka kraftigt. Samtidigt finns målet om att Sveriges elproduktion ska vara helt förnybar om mindre än 20 år.

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.
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Hur den ekvationen ska gå ihop finns det ännu inget tydligt svar på. Men en ny rapport från Linköpings universitet pekar på en av lösningarna.

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