小区微电网电磁兼容包括ev负荷

Mohammad Zakaria, M. Seif, M. Mehanna
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引用次数: 0

摘要

在考虑降低微电网整体运行成本的前提下,研究了包括电动汽车调度在内的微电网能量管理控制问题。这项研究的主要动机是日常负荷分布与电动汽车对电网的影响。除非监测和控制EV与负载的集成,否则MG可能会出现意外的高负载或低负载。因此,EMS是近年来MG优化规划的发展趋势。另一方面,储能电池中存储的可用能量可以用于在特定时间将配电系统从一些拥挤负荷中解放出来,或者允许电网在一天中的任何时间(包括高峰时段)为更多的电动汽车充电。采用粒子群优化算法(PSO)、引力搜索算法(GSA)、基于混合种群的算法(PSOGSA)和卷尾猴搜索算法(CapSA),在两种不同的电动汽车日常配置下,以最小的总日成本进行优化。本文使用的MG由柴油发电机(DG)、蓄电池存储装置、光伏(PV)系统和风力发电机组(WT)组成。为了实现更可调度的实际MG,除了电动汽车的充电成本外,还考虑了DG排放和存储设备的劣化。结果表明,CapSA是一种适合于EMS鲁棒模型生成的方法。这意味着所提出的CapSA方法可以应用于广泛的复杂非线性系统。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
MICRO-GRID EMC INCLUDING EV LOAD IN A RESIDENTIAL AREA
This paper addresses the problem of Micro-Grid (MG) Energy Management Control (EMC) including Electric Vehicle (EV) scheduling with considering a reduction in the overall operating cost of MG in a residential grid. The main motivation for this study is the impact of the daily load profile combined with electric vehicles (EVs) on the grid. Unless the EV integration with load is monitored and controlled, the MG may experience an unexpectedly high or low load. So, EMS is a trend in recent years for optimal planning of MG. On the other hand, the available energy stored in the energy storage Battery can be utilized to free the distribution system from some of the congested load at certain times or to allow the grid to charge more EVs at any time of the day, including peak hours. This work was implemented by using four metaheuristic algorithms (Particle Swarm Optimization (PSO), Gravitational Search Algorithm (GSA), Hybrid population-based algorithm (PSOGSA), and Capuchin Search Algorithm (CapSA) for optimal operation with minimum total daily cost without and with EVs included in MG by two different daily profile of EV. The MG used in this paper consisted of a diesel generator (DG), Battery storage device, photovoltaic (PV) system, and Wind turbine unit (WT). For a more dispatchable practical MG, Emissions from DG and deterioration of storage devices in addition to the cost of charging the EVs have been taken into account. The results demonstrate that CapSA is a suitable method for generating robust models for EMS. This means that the proposed CapSA approach can be applied in a wide range of complex nonlinear systems.
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