Energy Informatics · 2021 · 45 citations · 23 references
EngineeringElectrical EngineeringEnvironmental EngineeringEnergy SystemsOptimizationRenewable Energy IntegrationCharging InfrastructureCharging SystemsDistributed Energy ResourcesDistribution Network PlanningEnergy System ModelingInteger ProgrammingElectric Power System ModelingElectric Vehicle Charging StationsElectrical Power SystemsInteger Linear ProgrammingJoint Resource AllocationMixed-integer Linear ProgrammingMixed-integer ProgrammingOptimal Allocation
Abstract In the coming years, several transformations in the transport sector are expected, associated with the increase in electric vehicles (EVs). These changes directly impact electrical distribution systems (EDSs), introducing new challenges in their planning and operation. One way to assist in the desired integration of this technology is to allocate EV charging stations (EVCSs). Efforts have been made towards the development of EVCSs, with the ability to recharge the vehicle at a similar time than conventional vehicle filling stations. Besides, EVs can bring environmental benefits by reducing greenhouse gas emissions. However, depending on the energy matrix of the country in which the EVs fleet circulates, there may be indirect emissions of polluting gases. Therefore, the development of this technology must be combined with the growth of renewable generation. Thus, this proposal aims to develop a mathematical model that includes EVs integration in the distribution system. To this end, a mixed-integer linear programming (MILP) model is proposed to solve the allocation problem of EVCSs including renewable energy sources. The model addresses the environmental impact and uncertainties associated with demand (conventional and EVs) and renewable generation. Moreover, an EV charging forecast method is proposed, subject to the uncertainties related to the driver's behavior, the energy required by these vehicles, and the state of charge of the EVs. The proposed model was implemented in the AMPL modelling language and solved via the commercial solver CPLEX. Tests with a 24-node system allow evaluating the proposed method application.
23
A Modeling Language for Mathematical Programming
Robert Fourer, David M. Gay, Brian W. Kernighan · Management Science · 1990 · 651 citations
Mostafa Rezaei Mozafar, Mohammad Hassan Moradi, M. Hadi Amini · Sustainable Cities and Society · 2017 · 316 citations
Pilar Meneses de Quevedo, Gregorio Muñoz-Delgado, Javier Contreras · IEEE Transactions on Smart Grid · 2017 · 234 citations
Augusto C. Rueda‐Medina, John F. Franco, Marcos J. Rider et al. · Electric Power Systems Research · 2013 · 226 citations