配电系统中智能停车场的优化配置:一个稳健的两阶段优化模型

IF 1.9 4区 工程技术 Q3 ENGINEERING, ELECTRICAL & ELECTRONIC
Motahareh Mojarad, Mostafa Sedighizadeh, Mohamad Dosaranian-Moghadam
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引用次数: 2

摘要

交通电气化是解决环境问题的新途径之一。为了实现可持续发展,插电式电动汽车(pev)与配电网的有效整合具有重要意义。建立电动汽车智能停车场是发展充电站的重要解决方案之一。然而,ipl的问题之一是市政当局和dn的限制,而普通停车场却没有这些限制。本文的目的是通过一个两阶段的数学模型来优化分配知识产权,以使系统成本最小化。系统成本包括安装成本、与上游电网交换电力的成本、电力损耗成本、网络可靠性成本和排放成本。在第一阶段,考虑到市场相互作用,优化IPL的行为,以提高IPL所有者的利润。在第二阶段,考虑各种网络约束,进行IPL的最优分配。提出了一种鲁棒优化方法,以对冲DN运营商和IPL所有者对不确定变量所带来的风险。该模型是一个鲁棒混合整数线性问题,利用GAMS软件中的CPLEX求解器进行求解。在IEEE 12总线测试网络上对该模型的有效性和效率进行了评价。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Optimal allocation of intelligent parking lots in distribution system: A robust two-stage optimization model

Optimal allocation of intelligent parking lots in distribution system: A robust two-stage optimization model

Electrification of transportation is one of the new ways to deal with environmental issues. In order to reach sustainable development, efficient integration of the plug-in electric vehicles (PEVs) into the distribution network (DN) plays a significant role. Establishing PEV intelligent parking lots (IPLs) is one of the important solutions to develop charging stations. However, one of the problems with IPLs is restrictions created by municipalities and DNs while the common parking lots are not faced with these constraints. The aim of this paper is to optimally allocate IPLs in order to minimize system costs through a two-stage mathematical model. The system cost involves installation cost, cost of exchanging the electrical power with an upstream grid, cost of the electrical power loss, network reliability cost, and emissions cost. In the first stage, the behaviour of IPLs is optimized taking into account the market interactions for enhancing the profit of the IPL owner. In the second stage, the optimal IPL allocation is performed taking various network constraints into consideration. The robust optimization is developed to hedge the DN operator and the IPL owner against risk imposed uncertain variables. The proposed model is a Robust Mix Integer Linear Problem, which is solved using the CPLEX solver in GAMS software. The effectiveness and the efficiency of the proposed model are evaluated on the IEEE 12-bus test network.

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来源期刊
CiteScore
5.80
自引率
4.30%
发文量
18
审稿时长
29 weeks
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