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Multiobjective Risk-Constrained Optimal Bidding Strategy of Smart Microgrids: An IGDT-Based Normal Boundary Intersection Approach

机译:智能微网的多目标风险约束最优竞价策略:基于IGDT的法​​向边界求和方法

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摘要

Microgrids are faced with various uncertainty resources, which may put their reliable and beneficial bidding strategy at risk. In the literature, to handle the uncertainties, distinctive methodologies from fuzzy to stochastic techniques have been implemented widely. However, they dominantly suffer from dependency to the uncertainty models and are highly computational. In this paper, to overcome the challenges, a new approach based on information gap decision theory (IGDT) is proposed to provide a promising risk-managing bidding strategy. The uncertainties are modeled effectively without relying on the model in both robust and opportunistic frameworks. The problem is formulated as an effective multiobjective optimization problem considering the impacts of different uncertainties. Normal boundary intersection technique is utilized to generate evenly distributed Pareto Frontier. Analyzing the IGDT-based numerical results, applied to a test microgrid over a 24-h time horizon, verifies the effectiveness of the proposed bidding strategy structure confronting to the severe uncertainties.
机译:微电网面临各种不确定性资源,这可能会使其可靠和有益的竞标策略面临风险。在文献中,为了处理不确定性,从模糊技术到随机技术的独特方法已得到广泛实施。但是,它们主要受不确定性模型的依赖性的影响,并且计算量很高。为了克服这些挑战,提出了一种基于信息缺口决策理论(IGDT)的新方法,以提供一种有希望的风险管理投标策略。在不依赖于健壮和机会主义框架的模型的情况下,可以对不确定性进行有效建模。考虑到不同不确定性的影响,将该问题表述为有效的多目标优化问题。利用正态边界相交技术生成均匀分布的帕累托边界。对基于IGDT的数值结果进行分析后,将其应用于24小时的测试微电网,可以验证所提出的投标策略结构在面临严重不确定性的情况下的有效性。

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