Friskare, mer koncentrerade invånare med lägre stressnivåer. Det är några av alla mervärden som finns i grönare städer och som nu listas i en ny forskningssammanställning. Sammanställningen, Argument för grönare städer, har gjorts av svenska forskare med koppling till SLU-tankesmedjan Movium i samarbete med Green Cities, ett projekt som drivs av organiserade handelsträdgårdsföretag i Europa.
Lista: Därför bör vi bygga grönare städer
Ekosystemtjänster Argumenten för att bygga in växtlighet i statsmiljöer och öka städernas grönska är överväldigande. Det anser en grupp svenska forskare som gjort en ny forskningssammanställning där den gröna stadens mervärden pekas ut.

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.
Den nya sammanställningen fokuserar på områdena hälsa, klimat, biologisk mångfald och ekonomi. I en lång lista med argument skriver forskarna bland annat att grönare städer leder till att invånarna mår bättre och håller sig friskare, att koncentrationsförmågan ökar och stressnivåerna minskar. Samtidigt lyfter de fram belägg för att patienter i sjukvården tillfrisknar snabbare och att stadsklimatet blir svalare av växternas svalka.
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


