2016
DOI: 10.1109/tits.2015.2462824
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Cost Minimization of Charging Stations With Photovoltaics: An Approach With EV Classification

Abstract: Abstract-This paper proposes a novel electric vehicle (EV) classification scheme for a photovoltaic (PV) powered EV charging station (CS) that reduces the effect of intermittency of electricity supply as well as reducing the cost of energy trading of the CS. Since not all EV drivers would like to be environmentally friendly, all vehicles in the CS are divided into three categories: 1) premium, 2) conservative, and 3) green, according to their charging behavior. Premium and conservative EVs are considered to be… Show more

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Cited by 192 publications
(116 citation statements)
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“…Roughly speaking, we can divide optimization-based EV charging strategies into open-loop strategies (the control is a time-dependent scheduling profile calculated based on predictable operation of the system) and closed-loop strategies (based on feedback measurements): in the first family, [15] proposes a model predictive control approach with statistical EV arrivals and reduced computational complexity, while [16] proposes an EV classification scheme based on mixed-integer programming for a photovoltaic-powered charging station to reduce the cost of energy trading. The authors in [17] formulate the charging problem as an open-loop cost minimizing problem and an open-loop profit maximizing one.…”
Section: A Related Workmentioning
confidence: 99%
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“…Roughly speaking, we can divide optimization-based EV charging strategies into open-loop strategies (the control is a time-dependent scheduling profile calculated based on predictable operation of the system) and closed-loop strategies (based on feedback measurements): in the first family, [15] proposes a model predictive control approach with statistical EV arrivals and reduced computational complexity, while [16] proposes an EV classification scheme based on mixed-integer programming for a photovoltaic-powered charging station to reduce the cost of energy trading. The authors in [17] formulate the charging problem as an open-loop cost minimizing problem and an open-loop profit maximizing one.…”
Section: A Related Workmentioning
confidence: 99%
“…However, (16) cannot be directly used because of the following three important problems: 1) An exact expression of the gradient ∇PE in (16) is not available, since the gradient depends by the dynamics in (9) which are affected by stochastic noise. 2) Moreover, in (16), theP matrix must remain positive definite. Thus, a constrained gradient descent must be implemented, increasing the complexity (due to the use of penalty function, generalized Lagrangian multiplier, etc).…”
Section: Approximate Dynamic Programming Approachmentioning
confidence: 99%
“…For the purpose, it takes into account the arrival and departure time, and X A,k and X D,k [123,138,156]. It calculates the urgency factor of charging from the remaining time and the remaining desired SOC to select the appropriate time-slots for the appropriate pool of EV.…”
Section: Methods Of Treatment Of Individual Ev Referencesmentioning
confidence: 99%
“…Deploy BES [124,[127][128][129] Reduce losses [36,128] Deploy both [30,36,[125][126][127] Reduce unbalance [36,119] Reduce loading [36] Reduce costs [36,86,118,123,126] Reduce GHG emissions [86,117] Reduce transformer, feeder capacities required [36,129] Improve voltages [36,75,116,127] Improve QoS [36] Even though these papers form a comprehensive realm of studies regarding whether to augment grid or deploy PV and BES, the following limitations can be pointed out,  The papers above have assumed that either augmenting/reconfiguring the grid/phase or deploying onsite PV and BES is the best solution for reducing the impact, costs, GHG and increasing QoS. However, in practice, their various combinations (e.g., grid augmentation and PV; grid augmentation, PV, and BES; etc.)…”
Section: 34mentioning
confidence: 99%
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