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Possibilistic-probabilistic self-scheduling of PEVAggregator for participation in spinning reserve market considering uncertain DRPs

机译:考虑不确定DRP的PEVAggregator可能概率自调度以参与旋转备用市场

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摘要

In today's electrical power markets, due to the presence of versatile uncertain parameters such as increasing penetration rate of plug-in electric vehicles, larger portion of renewable energy resources in power production, and demand side behaviors, decision making under uncertainty is a non-separable requirement. In this context, lacks of historical data and in some cases data privacy make dealing with extracting the accurate probability distribution functions a challenging task. As a solution, the current paper applies Z-number possibilistic-probabilistic method, based on fuzzy logic principles, to deal with uncertainties in a plug-in electric aggregators-scheduling problem (PEVAgg-SS~(DRP))without relying on probability distribution functions of uncertain parameters with objective function of benefit maximization through optimal bidding to spinning reserve market. In the proposed model, aggregators participate in the spinning reserve market and the load reduction amount during peak hours is obtained. The uncertain parameters are PEV aggregation and demand response program's participation where the former modeled by a systematic method based on multi state Markov and to model the later, due to lack of historical data, Z-number method is utilized. In addition, because of easy implementation and fast convergence, gravitational search algorithm is used to solve the proposed mixed integer non-linear problem.
机译:在当今的电力市场中,由于存在各种不确定性参数,例如插电式电动汽车的普及率不断提高,电力生产中可再生能源资源的比例更高以及需求方面的行为,不确定性下的决策是不可分割的需求。在这种情况下,缺乏历史数据,在某些情况下还缺乏数据保密性,使得提取准确的概率分布函数成为一项艰巨的任务。作为解决方案,本文采用基于模糊逻辑原理的Z数概率概率方法,在不依赖概率分布的情况下处理插电式电聚合机调度问题(PEVAgg-SS〜(DRP))中的不确定性。参数的不确定性函数,通过最优竞标对储备市场的最优投标,具有最大化利益的目标函数。在建议的模型中,聚合器参与了纺纱储备市场,并获得了高峰时段的负荷减少量。不确定的参数是PEV聚合和需求响应程序的参与,其中前者通过基于多状态Markov的系统方法建模,而后者则由于缺乏历史数据而建模,因此使用Z值方法。另外,由于易于实现且收敛速度快,因此采用重力搜索算法解决了所提出的混合整数非线性问题。

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