Utnyttjandegrad för transporter inom anläggningsbranschen : En fallstudie vid Skanska Sverige AB

Mellan 1990 och 2016 ökade de vägburna godstransporterna med cirka 50 procent och spås fortsätta öka ännu mer till år 2030. Fokus har tidigare legat på kostnadsminimering men har nu skiftat till att effektivisera transporterna. En förutsättning för att kunna effektivisera är att mäta och följa upp t...

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Bibliographic Details
Main Authors: Haag, Caroline, Hansén, Elin
Format: Others
Language:Swedish
Published: Luleå tekniska universitet, Institutionen för ekonomi, teknik och samhälle 2018
Subjects:
Online Access:http://urn.kb.se/resolve?urn=urn:nbn:se:ltu:diva-69595
Description
Summary:Mellan 1990 och 2016 ökade de vägburna godstransporterna med cirka 50 procent och spås fortsätta öka ännu mer till år 2030. Fokus har tidigare legat på kostnadsminimering men har nu skiftat till att effektivisera transporterna. En förutsättning för att kunna effektivisera är att mäta och följa upp transporter, något som bland annat digitala verktyg möjliggör. En bransch som är i behov av effektivisering av transporter är anläggningsbranschen, bland annat på grund av låg innovationsgrad samt minskad lönsamhet hos de stora aktörerna. Syftet med denna studie är således att undersöka hur en entreprenör inom anläggningsbranschen kan definiera en effektivt utnyttjad anläggningstransport samt att ta fram prestationsmått för att mäta utnyttjandegraden av dessa. Studien har genomförts som en fallstudie på Skanska Sverige AB vid enheten Skanska Inköp. Studerade transportflöden är transport av asfalt från ett asfaltverk till ett läggarlag samt transport av schaktmassor från ett projekt till en deponi. Första steget i studien var att identifiera definitioner inom fallföretaget på vad en effektivt utnyttjad anläggningstransport är. Detta gjordes genom intervjuer, observationer, benchmarking samt en workshop. Därefter jämfördes definitionerna med litteratur på hur utnyttjandegrad kan definieras för transporter. Avslutningsvis anordnades en workshop där utvalda personer från fallföretaget diskuterade fram lämpade prestationsmått på utnyttjandegrad, med syftet att förbättra utnyttjandet. En specifik definition av en effektivt utnyttjad anläggningstransport inom fallföretaget framkom inte. Istället identifierades13 olika definitioner som inkluderar allt från engagerade chaufförer till att fordonet alltid är i rörelse. De definitioner som berörde förbättringsområden inom fallföretaget bröts ned ytterligarei prestationsmått för att mäta utnyttjandegrad, där utnyttjandegrad är förhållandet mellan output och kapacitet hos en resurs eller aktivitet. Prestationsmåtten delades in i dimensionerna kvalitet, tid, produktivitet och finansiellt. Kvalitet syftar till hur väl en specifik uppgift genomförs, tid identifierar aktiviteter där tid kan sparas, produktivitet till hur väl en specifik resurs används och finansiellt identifierar kostsamma aktiviteter i processen. Det är fördelaktigt att mäta inom alla fyra dimensioner för att skapa ett holistiskt perspektiv. Fallföretaget rekommenderas därmed att börja mäta följande fyra prestationsmått för utnyttjandegrad, vilka presenteras i tabellen nedan. <img 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" /> Vår rekommendation till Skanska är att börja implementering av prestationsmåtten i ett pilotprojekt med hjälp av digitala verktyg. Syftet med detta är att säkerställa att prestationsmåtten är ändamålsenliga och effektiva, med målet att förbättra utnyttjandet. Därefter rekommenderas företaget att skapa en målsättning för respektive prestationsmått innan implementering på nationell nivå.