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Pareto efficient allocation of an in-motion wireless charging infrastructure for electric vehicles in a multipath network
Authors:Nisrine Mouhrim  Ahmed El Hilali Alaoui  Jaouad Boukachour
Affiliation:1. Modeling and Scientific Computing Laboratory, Faculty of Science and Technology, Sidi Mohamed Ben Abdallah University, Fez, Morocco;2. Applied Mathematics Laboratory of Le Havre, Le Havre Normandy University, Le Havre, France;3. Applied Mathematics Laboratory of Le Havre, Le Havre Normandy University, Le Havre, France
Abstract:Electric vehicles (EV) use an eco-friendly technology that limits the greenhouse gas emissions of the transport sector, but the limited battery capacity and the density of the battery are the major barriers to the widespread adoption of EV. To mitigate this, a good method seems to be the innovative wireless charging technology called ‘On-Line EV (OLEV)’, which is a contactless electric power transfer technology. This EV technology has the potential to charge the vehicle’s battery dynamically while the vehicle is in motion. This system helps to reduce not only the size of the battery but also its cost, and it also contributes to extending the driving range before the EV has to stop. The high cost of this technology requires an optimal location of the infrastructure along the route. For this reason, the objective of this paper is to study the problem of the location of the wireless charging infrastructure in a transport network composed of multiple routes between the origin and the destination. To find a strategic solution to this problem, we first and foremost propose a nonlinear integer programming solution to reach a compromise between the cost of the battery, which is related to its capacity, and the cost of installing the power transmitters, while maintaining the quality of the vehicle’s routing. Second, we adapt the multi-objective particle swarm optimization (MPSO) approach to our problem, as the particles were robust in solving nonlinear optimization problems. Since we have a multi-objective problem with two binary variables, we combine the binary and discrete versions of the particle swarm optimization approach with the multi-objective one. The port of Le Havre is presented as a case study to illustrate the proposed methodology. The results are analyzed and discussed in order to point out the efficiency of our resolution method.
Keywords:Electric vehicle  mathematical programming  multi-objective particle swarm optimization  On-Line EV  wireless charging
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