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Algorithms for Optimal Power Flow in Isolated Distribution Networks Using Different Battery Energy Storage Models

机译:使用不同电池能量存储模型的隔离式配电网络中最佳潮流的算法

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摘要

Battery energy storage systems (BESS) are crucial for remote communities operating isolated distribution networks (IDNs) that are transitioning from dependence on diesel generators to renewable energy sources for their energy needs. Since renewable energy sources are variable, these isolated communities still depend on diesel generators during periods when the output of renewable resources are lower than the demand or not available. In order to minimize the dependence on high-cost diesel fuel it is necessary to accurately model the BESS for grid optimization in IDNs. This paper employs existing BESS models, including linear, convex nonlinear, and nonlinear, in a 17 bus test system extracted from the IEEE-123 bus feeder model with the inclusion of network constraints. The optimal power flow problem formulated with each of the three BESS models shows that convex relaxation of the non-convex equation for a non-linear BESS model significantly reduces the computation time with comparable results.
机译:电池储能系统(BESS)对于运行隔离式配电网络(IDN)的偏远社区至关重要,而隔离式配电网络正从对柴油发电机的依赖过渡到可再生能源以满足其能源需求。由于可再生能源是可变的,因此在可再生资源的产量低于需求或无法获得的时期,这些孤立的社区仍然依赖柴油发电机。为了最大程度地减少对高成本柴油燃料的依赖,有必要为IDN中的电网优化准确地建模BESS。本文在从IEEE-123总线馈线模型中提取的包含网络约束的17总线测试系统中,采用了现有的BESS模型,包括线性,凸非线性和非线性。用这三个BESS模型中的每一个公式确定的最优潮流问题表明,对于非线性BESS模型,非凸方程的凸松弛明显减少了计算时间,具有可比的结果。

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