基于差分进化算法的电动汽车有序充电优化研究

Nanling Tan, Jiang Xiong, Nian Zhang, Yi Peng
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引用次数: 0

摘要

由于电动汽车的性能特点,未来有很大的发展空间。当过多的车辆同时接入电网时,会超过电网的容量,对用户和电网都有损害,这需要研究和控制。本文从电动汽车用户角度出发,以配电网安全为补充,考虑电池初始容量、充电时间、电网额定功率等条件,建立用户充电成本最小、电网负荷峰谷差最小的目标函数。基于分时电价对用户选择的充电时段进行调度,采用差分进化算法对有序充电进行优化,并通过算例仿真得到有序充电负荷曲线。采用蒙特卡罗算法模拟汽车的日常随机充电状态,生成无序充电曲线。通过对无序充电曲线和有序充电曲线的对比,验证了DE在实现“截峰填谷”方面的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Research on Orderly Charging optimization of Electric Vehicle Based on Differential Evolution Algorithm
Due to the performance characteristics of electric vehicles, there is a lot of room for development in the future. When too many vehicles are connected to the grid at the same time, it will exceed the capacity of the grid, which will damage both the user and the grid, and that needs to be studied and controlled. This article is from the perspective of electric vehicle users, supplemented by the safety of the distribution network, and establishes an objective function for the minimum user charging cost and the minimum grid load peak-valley difference, considering the conditions of initial battery capacity, charging time and grid rated power. It dispatches the charging period selected by users based on time-of-use (TOU) electricity price, adopts a differential evolution algorithm (DE) to optimize the orderly charging, and carries out an example simulation to obtain the orderly charging load curve. The daily random charging state is simulated by the Monte Carlo algorithm, and the disordered charging curve is generated. By comparing the disordered charging curve with the ordered charging curve, the effectiveness of DE in realizing ‘peak cutting and valley filling’ is verified.
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