Electric Vehicle Scheduling and Optimal Charging Problem: Complexity, Exact and Heuristic Approaches

O Sassi 1 A Oulamara 1
1 ORCHIDS - Operations research for Complex HybrId Decision Sytems
LORIA - NSS - Department of Networks, Systems and Services
Abstract : This paper deals with the Electric Vehicle Scheduling and Optimal Charging Problem.More precisely, given a eet of Electric Vehicles - EVs and Combustion Engine Vehicles - CVs, aset of tours to be processed by vehicles and a charging infrastructure, the problem aims to optimizethe assignment of vehicles to tours and minimize the charging cost of EVs, while considering severaloperational constraints mainly related to chargers, electricity grid, and EVs driving range. We provethat the Electric Vehicle Scheduling and Charging Problem (EVSCP) is NP-hard in the ordinary sense.We provide a mixed-integer linear programming formulation to model the EVSCP and use CPLEX tosolve small and medium instances. To solve large instances, we propose two heuristics: a SequentialHeuristic - SH and a Global Heuristic - GH. The SH considers the EVs sequentially. To each EV, itassigns a set of tours and guarantees the feasibility of a charging schedule using the Maximum WeightClique Problem. Then, it generates an optimal charging schedule for this EV using a Minimum CostFlow formulation. However, the GH computes, in the rst step, a feasible assignment of tours to allEVs. In the second step, it applies a global Min-Cost-Flow-based charging algorithm to minimize thecharging cost of the EVs eet. To evaluate the eciency of our solving approaches, computationalresults on a large set of real and randomly generated test instances are reported and compared. Testedinstances include large random instances with up to 200 EVs and 320 tours.
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Pré-publication, Document de travail
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Soumis le : mardi 18 novembre 2014 - 11:18:36
Dernière modification le : mardi 24 avril 2018 - 13:30:40
Document(s) archivé(s) le : vendredi 14 avril 2017 - 20:24:19


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  • HAL Id : hal-01083888, version 1



O Sassi, A Oulamara. Electric Vehicle Scheduling and Optimal Charging Problem: Complexity, Exact and Heuristic Approaches. 2014. 〈hal-01083888〉



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