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.

Lista: Därför bör vi bygga grönare städer
Illustration: Green Cities

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.

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    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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