De testar klimatberäkning på helheten och inte bara på husen

Stadsplanering I Malmö pågår just nu ett arbete med att ta fram en metod för klimatberäkningar för anläggningsprojekt.
– Ska branschen kunna nå miljömålen är det är viktigt att se helheten och inte bara husen, säger Martin Persson Lindh, senior specialist inom hållbart byggande på Cowi i Malmö.

De testar klimatberäkning på helheten och inte bara på husen
Området där Elinegård etapp 2 ska byggas. Foto: Sven Olsson, Ikano Bostad

I Elinegård, sydvästra Malmö, växer ett nytt bostadsområde fram. Här bygger Ikano Bostad flerbostadshus på egen mark och just nu pågår planeringen av Elinegårds andra etapp.

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.
Hållbart samhällsbyggande premium

Läs vidare – starta din prenumeration

    Redan prenumerant?
    Martin Persson Lindh. Foto: John Ahreblad

    Etappen består av cirka 800 bostäder och det är baserat på detta projekt som Cowi, tillsammans med Ikano Bostad och Malmö stad, utvecklar en metod för klimatberäkningar på anläggningsprojekt.

    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
    Hämtar fler artiklar
    Till startsidan