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A day-ahead joint energy management and battery sizing framework based on θ-modified krill herd algorithm for a renewable energy-integrated microgrid

机译:基于θ改性的KRILL群算法的可再生能量集成微电网的θ改造的KRILL群算法的前方联合能量管理和电池尺寸框架

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The penetration level of intermittent power generation into power systems has been substantial during recent years, which in turn highlights the need for installing storage systems. Renewable energy sources have been widely integrated into distribution systems and microgrids. One effective solution would be utilizing battery energy storage systems, which can provide the system with various merits like ancillary services and enhanced power quality, mainly due to their high power density and fast response. Accordingly, the problem of resource scheduling of microgrids with volatile power generation and storage systems needs to be further studied, and an effective model should be presented. In this respect, this paper investigates the problem of day-ahead operation of a grid-connected MG, integrated with distributed generation units and storage systems. The problem has been modeled an optimization problem while the objective has been assigned to the model as the total cost minimization, subject to different constraints, both system constraints and assets' constraints. Such constraints further complicate the original problem and an efficient solution method is required to tackle the problem as a large-scale optimization one. Thus, theta-modified krill herd approach is employed to solve the problem and provide the decision maker with an efficient solution. The simulation has also been conducted using a test MG and the results, obtained have been validated by comparing the results obtained from the presented method and those ones, derived from some well-known optimization algorithms. (C) 2020 Elsevier Ltd. All rights reserved.
机译:近年来,电力系统中间歇发电的穿透水平在很大程度上是很大的,这反过来突出了安装存储系统的需求。可再生能源已被广泛集成到分销系统和微电网中。一种有效的解决方案将利用电池储能系统,该系统可以提供各种优点的系统,如辅助服务和增强的电力质量,主要是由于它们的高功率密度和快速响应。因此,需要进一步研究利用易失发电和存储系统的微电网的资源调度问题,并且应该呈现有效的模型。在这方面,本文研究了网格连接MG的前一天运行的问题,与分布式发电单元和存储系统集成。问题已被建模了优化问题,而目标已被分配给模型作为总成本最小化,但受到不同的约束,系统约束和资产的约束。这种约束进一步复杂化了原始问题,并且需要有效的解决方案方法来解决问题作为大规模优化一个问题。因此,采用TheA改性的克里尔群方法来解决问题并提供有效的解决方案的决策者。通过比较来自所众所周知的优化算法的方法获得的结果,也通过测试MG进行了使用测试MG和结果进行了验证的模拟。 (c)2020 elestvier有限公司保留所有权利。

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