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Decentralized scheduling of PEV on-street parking and charging for smart grid reactive power compensation

机译:PEV路边停车和充电的分散调度,用于智能电网无功补偿

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Power quality is one of the major concerns in modern power systems, especially within smart grids where the power distribution is more dynamic and vulnerable. With drastically more plug-in electric vehicles (PEV) penetrating into the existing power distribution system, Vehicle-to-grid (V2G) technologies have attracted increasing research attention. This paper explores the potential of managing the charging pattern of PEVs for smart grid reactive power compensation. With PEVs' bidirectional AC chargers viewed as mobile reactive power resources, the scheduling of PEVs for parking and charging at distributed on-street stations is formulated into a multi-objective resource allocation problem. One objective is that stations should be allocated with adequate and timely resources (PEVs parked with an appropriate charging pattern) to compensate the time-varying reactive power of the grid. The other objective is that PEV owners should be provided with satisfying parking services with as low monetary cost as possible. We solve this multiobjective optimization problem by using the Normalized Normal Constraint (NNC) method to obtain a set of well-distributed Pareto optimal solutions. A decentralized algorithm based on Lagrangian decomposition is then used to make the optimization scalable as the number of PEVs increases. Simulation results demonstrate the satisfying quality of the obtained Pareto optimal solutions, among which one will be selected by the optimization system according to the grid requirement on the power quality.
机译:电能质量是现代电力系统中的主要问题之一,尤其是在智能电网中,在该电网中配电更加动态且脆弱。随着越来越多的插入式电动汽车(PEV)渗透到现有的配电系统中,车载到电网(V2G)技术已引起越来越多的研究关注。本文探讨了管理用于智能电网无功补偿的PEV充电模式的潜力。在将PEV的双向AC充电器视为移动无功资源的情况下,将PEV安排在路边的分布式站点进行停车和充电的计划被制定为一个多目标资源分配问题。一个目标是应为站分配充足和及时的资源(以适当的充电方式停放的PEV),以补偿电网随时间变化的无功功率。另一个目标是,应以尽可能低的金钱成本为私家车车主提供令人满意的停车服务。我们通过使用归一化法向约束(NNC)方法来解决此多目标优化问题,以获得一组分布良好的Pareto最优解。然后使用基于拉格朗日分解的分散算法使优化随着PEV数量的增加而可扩展。仿真结果证明了所获得的帕累托最优解的令人满意的质量,其中优化系统将根据电网对电能质量的要求选择一个最优解。

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