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Robust Stochastic Optimization for Energy Sharing between Multi-Carrier Microgrids using Transactive Energy Management System

机译:使用透析能量管理系统多载体微电网之间的能量共享的强大随机优化

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Recently, multi-carrier microgrids (MCMGs) have attracted more attention as they provide practical solutions for economical operation and optimal configuration of power systems. MCMGs operators have been looking for economic strategies to deal with the existing challenges in the various energy markets. Therefore, this paper investigates the economic opportunity to minimize the operating cost of each MCMG in the competitive energy markets using transactive energy management (TEM) mechanism as a pioneering energy sharing method. Based on the proposed strategy, all MCMGs can exchange energy with each other to take advantage of existing opportunities in energy markets by reducing the dependency on the main energy networks. Moreover, the role of effective energy conversion facilities, e.g. combined heat and power (CHP) unit, tri-state compressed air energy storage (CAES) system, and photovoltaic (PV) system, as an environmental-friendly and sustainable source of energy, is considered in promoting the economic performance of MCMGs. To perform more comprehensive analysis, the effect of the uncertainty associated with the electricity market price, energy demands, and output power of PV systems on the expected cost is investigated using the robust-stochastic approach. The proposed strategy is formulated as a mixed-integer linear programming (MIP) model and solved using the CPLEX solver in GAMS software. The performance of the proposed strategy is demonstrated through a set of scenarios using various MCMGs.
机译:最近,多载体微电网(MCMGS)引起了更多的关注,因为它们提供了实用的经济运行解决方案和电力系统的最佳配置。 MCMGS运营商一直在寻求处理各种能源市场中存在挑战的经济策略。因此,本文调查了利用过滤能量管理(TEM)机制作为开创性能量共享方法,调查最大限度地减少竞争能源市场中每个MCMG的运营成本。根据拟议的策略,所有MCMG都可以通过降低对主能量网络的依赖性来互相交换能量,以利用能源市场中的现有机会。此外,有效能量转换设施的作用,例如,在促进MCMG的经济性能方面,考虑了促进MCMG的经济表现,将三态压缩空气储能(CAES)系统和光伏(PV)系统作为环保和可持续的能源来源。为了进行更全面的分析,使用强大的转换方法研究了与电力市场价格,能源需求和PV系统的输出功率相关的不确定性的影响。所提出的策略被制定为混合整数线性编程(MIP)模型,并在Gams软件中使用CPLEX求解器进行解决。通过使用各种MCMGS的一系列场景来证明所提出的策略的性能。

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