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A risk-based simulation and multi-objective optimization framework for the integration of distributed renewable generation and storage

机译:基于风险的仿真和多目标优化框架,用于分布式可再生能源发电和存储的集成

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We present a simulation and multi-objective optimization framework for the integration of renewable generators and storage devices into an electrical distribution network. The framework searches for the optimal size and location of the distributed renewable generation units (DG). Uncertainties in renewable resources availability, components failure and repair events, loads and grid power supply are incorporated. A Monte Carlo simulation optimal power flow (MCS-OPF) computational model is used to generate scenarios of the uncertain variables and evaluate the network electric performance. As a response to the need of monitoring and controlling the risk associated to the performance of the optimal DG-integrated network, we introduce the conditional value-at-risk (CVaR) measure into the framework. Multi-objective optimization (MOO) is done with respect to the minimization of the expectations of the global cost (Cg) and energy not supplied (ENS) combined with their respective CVaR values. The multi-objective optimization is performed by the fast non-dominated sorting genetic algorithm NSGA-II. For exemplification, the framework is applied to a distribution network derived from the IEEE 13 nodes test feeder. The results show that the MOO MCS-OPF framework is effective in finding an optimal DG-integrated network considering multiple sources of uncertainties. In addition, from the perspective of decision making, introducing the CVaR as a measure of risk enables the evaluation of trade-offs between optimal expected performances and risks. (C) 2014 Elsevier Ltd. All rights reserved.
机译:我们提出了一个仿真和多目标优化框架,用于将可再生发电机和存储设备集成到配电网络中。该框架搜索分布式可再生能源发电单元(DG)的最佳尺寸和位置。纳入了可再生资源可用性,组件故障和维修事件,负载和电网电源的不确定性。使用蒙特卡罗模拟最佳潮流(MCS-OPF)计算模型来生成不确定变量的情况并评估网络电性能。作为对监视和控制与最佳DG集成网络的性能相关的风险的需要的回应,我们将有条件的风险价值(CVaR)度量引入框架。针对将全球成本(Cg)和未供应能源(ENS)的期望值与它们各自的CVaR值相结合的期望值最小化,进行了多目标优化(MOO)。多目标优化是通过快速非支配排序遗传算法NSGA-II执行的。作为示例,该框架应用于从IEEE 13节点测试馈送器派生的分发网络。结果表明,考虑到多种不确定性来源,MOO MCS-OPF框架可有效地找到最佳的DG集成网络。此外,从决策角度出发,引入CVaR作为风险度量可以评估最佳预期绩效和风险之间的权衡。 (C)2014 Elsevier Ltd.保留所有权利。

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