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Risk-Based Uncertainty Set Optimization Method for Energy Management of Hybrid AC/DC Microgrids With Uncertain Renewable Generation

机译:不确定可再生混合AC / DC微电网能量管理的基于风险的不确定性集优化方法

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摘要

Uncertainties associated with the increasing penetration of renewable power generation (RPG) in microgrids have introduced numerous challenges to their effective energy management. This paper proposes a novel risk-based uncertainty set optimization method for the energy management of typical hybrid AC/DC microgrids, where RPG outputs are considered as the major uncertainties. The underlying risks of RPG curtailment and load shedding are formulated in detail based on the probabilistic distribution of forecasted RPG values, and are further considered in the objective functions. The proposed model is solved using a piecewise linearization method combined with the quadratic Newton-Gregory interpolating polynomial technique to linearize the variable integration limit terms of the underlying risks, while the Chebyshev consistent linear approximation method is proposed to approximate the non-linear terms of the bi-directional converter conversion efficiency. Finally, the proposed model is reformulated as a mixed integer linear programming problem, and effectively solved using a high-performance solver. The proposed method is applied in simulations of an actual hybrid AC/DC microgrid system in China to demonstrate its effectiveness, good applicability, and robustness in comparison to standard robust optimization methods. The impact of RPG prediction accuracy and electric vehicle battery loss cost on the obtained solutions are further analyzed and discussed.
机译:随着微电网中可再生能源发电(RPG)渗透率的提高,不确定性给其有效的能源管理带来了许多挑战。本文提出了一种新的基于风险的不确定性集优化方法,用于典型的交流/直流混合微电网的能量管理,其中RPG输出被视为主要不确定性。根据预测的RPG值的概率分布详细阐述了RPG削减和甩负荷的潜在风险,并在目标函数中进行了进一步考虑。使用分段线性化方法并结合二次牛顿-格雷戈里插值多项式技术对潜在风险的可变积分极限项进行线性化,从而解决了该模型的问题,而提出了Chebyshev一致线性逼近方法来对风险的非线性项进行近似。双向转换器的转换效率。最后,将提出的模型重新构造为混合整数线性规划问题,并使用高性能求解器对其进行有效求解。与标准鲁棒优化方法相比,该方法在中国实际的交直流微电网混合系统仿真中得到了证明,证明了其有效性,良好的适用性和鲁棒性。进一步分析和讨论了RPG预测精度和电动汽车电池损耗成本对所获得解决方案的影响。

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