The electric vehicle routing problem with shared charging stations
We introduce the electric vehicle routing problem with shared charging stations (E‐VRP‐SCS). The E‐VRP‐SCS extends the electric vehicle routing problem with nonlinear charging function (E‐VRP‐NL) by considering several companies that jointly invest in charging stations (CSs). The objective is to min...
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| Published in | International transactions in operational research Vol. 26; no. 4; pp. 1211 - 1243 |
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| Main Authors | , , , |
| Format | Journal Article |
| Language | English |
| Published |
Oxford
Blackwell Publishing Ltd
01.07.2019
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| Subjects | |
| Online Access | Get full text |
| ISSN | 0969-6016 1475-3995 |
| DOI | 10.1111/itor.12620 |
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| Abstract | We introduce the electric vehicle routing problem with shared charging stations (E‐VRP‐SCS). The E‐VRP‐SCS extends the electric vehicle routing problem with nonlinear charging function (E‐VRP‐NL) by considering several companies that jointly invest in charging stations (CSs). The objective is to minimize the sum of the fixed opening cost of CSs and the drivers cost. The problem consists of deciding the location and technology of the CSs and building the routes for each company. It is solved by means of a multistart heuristic that performs an adaptive large neighborhood search coupled with the solution of mixed integer linear programs. It also contains a number of advanced efficient procedures tailored to handle specific components of the E‐VRP‐SCS. We perform extensive computational experiments on benchmark instances. We assess the competitiveness of the heuristic on the E‐VRP‐NL and derive 38 new best known solutions. New benchmark results on the E‐VRP‐SCS are presented, solved, and analyzed. |
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| AbstractList | We introduce the electric vehicle routing problem with shared charging stations (E‐VRP‐SCS). The E‐VRP‐SCS extends the electric vehicle routing problem with nonlinear charging function (E‐VRP‐NL) by considering several companies that jointly invest in charging stations (CSs). The objective is to minimize the sum of the fixed opening cost of CSs and the drivers cost. The problem consists of deciding the location and technology of the CSs and building the routes for each company. It is solved by means of a multistart heuristic that performs an adaptive large neighborhood search coupled with the solution of mixed integer linear programs. It also contains a number of advanced efficient procedures tailored to handle specific components of the E‐VRP‐SCS. We perform extensive computational experiments on benchmark instances. We assess the competitiveness of the heuristic on the E‐VRP‐NL and derive 38 new best known solutions. New benchmark results on the E‐VRP‐SCS are presented, solved, and analyzed. |
| Author | Jabali, Ola Mendoza, Jorge E. Laporte, Gilbert Koç, Çağrı |
| Author_xml | – sequence: 1 givenname: Çağrı surname: Koç fullname: Koç, Çağrı email: cagri.koc@asbu.edu.tr organization: Social Sciences University of Ankara – sequence: 2 givenname: Ola surname: Jabali fullname: Jabali, Ola email: ola.jabali@polimi.it organization: Informazione e Bioingegneria Politecnico di Milano – sequence: 3 givenname: Jorge E. surname: Mendoza fullname: Mendoza, Jorge E. email: jorge.mendoza@hec.ca organization: HEC Montréal – sequence: 4 givenname: Gilbert surname: Laporte fullname: Laporte, Gilbert email: gilbert.laporte@cirrelt.ca organization: Canada Research Chair in Distribution Management and HEC Montréal |
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| Copyright | 2018 The Authors. International Transactions in Operational Research © 2018 International Federation of Operational Research Societies 2019 The Authors. |
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| Snippet | We introduce the electric vehicle routing problem with shared charging stations (E‐VRP‐SCS). The E‐VRP‐SCS extends the electric vehicle routing problem with... |
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| SubjectTerms | ALNS Benchmarks Charging ehicle routing Electric vehicles Mixed integer multidepot nonlinear charging function Operations research Route planning Routing Stations Vehicle routing |
| Title | The electric vehicle routing problem with shared charging stations |
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