风力发电电动汽车充电优化调度研究

IF 6.2 3区 综合性期刊 Q1 Multidisciplinary
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引用次数: 0

摘要

我们考虑了与可再生能源发电相结合的电动汽车(EV)电池充电调度问题。电动汽车的日益普及和可再生能源的发展对这一研究具有重要意义。由于行动空间大、多阶段决策和高度不确定性,充电调度的优化具有挑战性。当系统规模较大时,解决这一问题非常耗时。当务之急是开发一种实用、高效的方法来合理安排电动汽车的充电时间。这项工作有三方面的贡献。首先,我们提供了分布式发电可完全自给电动汽车充电的充分条件。在充分条件成立时,我们提出了一种算法来获得最佳充电策略。其次,研究了可再生能源发电供应不足的情况。我们证明了当可再生能源发电是确定性的时,存在一个遵循修改后的最小宽松度和更长剩余处理时间优先(mLLLP)规则的最优策略。第三,我们提供了一种基于规则的自适应算法,它能在一般情况下有效地获得接近最优的充电策略。我们通过数值实验测试了所提出的算法。结果表明,该算法的性能优于其他现有的基于规则的方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
On optimal charging scheduling for electric vehicles with wind power generation

We consider the scheduling of battery charging of electric vehicles (EVs) integrated with renewable power generation. The increasing adoption of EVs and the development of renewable energies contribute importance to this research. The optimization of charging scheduling is challenging because of the large action space, the multi-stage decision making, and the high uncertainty. To solve this problem is time-consuming when the scale of the system is large. It is urgent to develop a practical and efficient method to properly schedule the charging of EVs. The contribution of this work is threefold. First, we provide a sufficient condition on which the charging of EVs can be completely self-sustained by distributed generation. An algorithm is proposed to obtain the optimal charging policy when the sufficient condition holds. Second, the scenario when the supply of the renewable power generation is deficient is investigated. We prove that when the renewable generation is deterministic there exists an optimal policy which follows the modified least laxity and longer remaining processing time first (mLLLP) rule. Third, we provide an adaptive rule-based algorithm which obtains a near-optimal charging policy efficiently in general situations. We test the proposed algorithm by numerical experiments. The results show that it performs better than the other existing rule-based methods.

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来源期刊
Fundamental Research
Fundamental Research Multidisciplinary-Multidisciplinary
CiteScore
4.00
自引率
1.60%
发文量
294
审稿时长
79 days
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