Abstract
This paper proposes a stochastic bi-level decision-making model for an electric vehicle (EV) aggregator in a competitive environment. In this approach, the EV aggregator decides to participate in day-ahead (DA) and balancing markets, and provides energy price offers to the EV owners in order to maximize its expected profit. Moreover, from the EV owners’ viewpoint, energy procurement cost of their EVs should be minimized in an uncertain environment. In this study, the sources of uncertainty―including the EVs demand, DA and balancing prices and selling prices offered by rival aggregators―are modeled via stochastic programming. Therefore, a two-level problem is formulated here, in which the aggregator makes decisions in the upper level and the EV clients purchase energy to charge their EVs in the lower level. Then the obtained nonlinear bi-level framework is transformed into a single-level model using Karush–Kuhn–Tucker (KKT) optimality conditions. Strong duality is also applied to the problem to linearize the bilinear products. To deal with the unwilling effects of uncertain resources, a risk measurement is also applied in the proposed formulation. The performance of the proposed framework is assessed in a realistic case study and the results show that the proposed model would be effective for an EV aggregator decision-making problem in a competitive environment.
Highlights
Due to the fast development of electric vehicle (EV) technology, optimal scheduling of EVs integration in the electricity trading floor is required
A bi-level framework for the problem of decision-making by an EV aggregator in a competitive environment was proposed in this paper
The problem was formulated such that the aggregator and the EV owners were placed in the upper and the lower level, respectively
Summary
Due to the fast development of electric vehicle (EV) technology, optimal scheduling of EVs integration in the electricity trading floor is required. Conditional value at risk (CVaR) is applied as a risk measurement in the decision-making process of a wind producer to confront the uncertainties in day-ahead (DA) and balancing markets. In [5], a stochastic model for energy and reserve scheduling considering risk management strategy is investigated. In [6], the impact of the market price and reserve market uncertainties via a stochastic programming structure is expressed to obtain the EV scheduling problem. Integrated scheduling of EVs and renewable resources in a microgrid is investigated in [7] in order to control the intermittency of renewable energy generations through the stored energy in EVs’ batteries. Coordination of charging schedules of EVs with the objective of minimizing the total charging cost while considering varying
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