3 experter: Så minskar du utsläppen i din transportkedja

Tema Transporter Klimatoptimering av transporter kan upplevas som en snårig process, men det finns tydliga steg att ta. Tre experter – från forskning, bransch och analys – ger sina bästa råd för hur företag kan minska klimatpåverkan och undvika vanliga fallgropar.

3 experter: Så minskar du utsläppen i din transportkedja
Anders Nordelöf, Maria Taljegård och Tina Thorsell. Foto: Pressbilder

Att klimatoptimera transportkedjan börjar med att förstå sina största volymer. Det menar Tina Thorsell, samhällspolitisk chef på Transportföretagen.
– Om man ska börja klimatoptimera behöver man fundera över var de största volymerna är. Vad köper jag mest av? säger hon.

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Hon pekar på vikten av att analysera transportbehovet för att sedan föra en dialog med de transportörer som hanterar de största flödena.
– När man har kommit så långt får man sen fundera: Vad är det för transportörer jag har där? Ta dina tre största transportörer och ha en dialog med dem. Det skulle jag säga är en riktigt bra start.

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