摘要
为解决用户在某一时间段集中充电造成电网负荷压力增大的问题,提出基于分时电价制度,结合用户的出行特性,通过改进蒙特卡洛,得到居民无序充电负荷,然后以解决峰谷差和节约用户成本为目标,构建归一化目标函数,以充电功率和电池电量为约束,通过改进粒子群算法优化,得到电动汽车有序充电负荷,降低电网负荷峰谷差。基于粒子群算法的有序充电与无序充电的仿真结果对比表明,有序充电在应对电网负荷压力与节约居民成本有显著效果。
In order to solve the problem of increasing power grid load pressure caused by users’centralized charging in a certain period of time,the optimization of sequential charging and discharging of electric vehicles based on time-of-use price was proposed.Firstly,the disordered charging load of residents was obtained by improving Monte Carlo method combined with the travel characteristics of users.Then,with the goal of solving the peak valley difference and saving user costs,a normalized objective function was constructed,and the charging power and battery power were taken as constraints.Finally,through the improved particle swarm optimization algorithm,the sequential charging load of electric vehicles was optimized to reduce the peak valley difference of power grid load.The comparison of simulation results shows that sequential charging has a significant effect on coping with the load pressure of the power grid and saving the cost of residents.
作者
陈文颖
刘蓓迪
CHEN Wenying;LIU Beidi(North China Electric Power University,Baoding 071003,China)
出处
《山东电力技术》
2023年第1期52-58,共7页
Shandong Electric Power
基金
中央高校基本科研业务费专项资金资助项目“融合虚拟储能的住宅型光储微电网优化控制技术研究”(2019MS100)。
关键词
电动汽车
分时电价
粒子群
蒙特卡洛
electric vehicle
time-of-use price
particle swarm optimization
Monte Carlo