Så ska nya tvättider halvera effekttopparna

ENERGI Genom att styra om tvättiderna i företagets tvättstugor hoppas bostadsbolaget kunna minska både deras elkostnader och klimatpåverkan.
– Om det ger goda resultat kan vi använda metoden i alla tvättstugor, säger företagets miljöchef.

Så ska nya tvättider halvera effekttopparna
Foto: Adobe Stock.

När många tvättar samtidigt ökar trycket på elnätet. Nu testar Familjebostäder att ändra tvättiderna med upp till en timmes förskjutning i några tvättstugor i Stockholm. Om tvättmaskiner och torktumlare startar vid olika tillfällen under samma timme fördelas elanvändningen jämnare och effekttopparna minskar.

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    – Vi har gjort en förstudie och sett att det finns potential att halvera effekttopparna genom en ganska enkel åtgärd som att styra om tvättiderna i våra tvättstugor. Om det ger goda resultat kan vi använda metoden i alla tvättstugor. Det minskar både våra elkostnader och vår klimatpåverkan, säger Helena Ulfsparre, miljöchef på Familjebostäder, i en kommentar.

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