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Power Management in Active Distribution Systems Penetrated by Photovoltaic Inverters: A Data-Driven Robust Approach

机译:由光伏逆变器穿透的主动分配系统中的电源管理:数据驱动的鲁棒方法

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摘要

Under the smart grid paradigm, distribution systems with large penetrations of photovoltaic-based power generation are called to optimize their operational resources to achieve a more efficient and reliable performance. In this context, this paper proposes a multiperiod mixed integer second order cone formulation to optimize distribution feeders operation. The model takes into account the feeder physical behavior; discrete control equipment (tap changers and capacitors banks) with a maximum allowable daily switching operation number; photovoltaic inverters operation; and the uncertain nature of solar energy and loads. A two-stage robust optimization framework is used to include the uncertainty into the model, where discrete and continuous control actions are assumed to be part of the first and second stage of this model, respectively. The conservativeness level of the robust model is controlled by an polyhedral uncertainty set whose vertexes are adaptively adjusted in a data-driven fashion in order to better capture complex spatiotemporal dependencies among uncertain parameters. Extensive computational experiments are performed utilizing modified versions of various IEEE test feeders. The performance of the proposed data-driven model is contrasted against traditional deterministic and robust budget-constrained models, using a rolling horizon out-of-sample evaluation methodology. When compared to the deterministic model, the data-driven approach yields a reduction in power losses of approximately 15% and a reduction up to 98% in hourly voltage violations. Results also suggests that the proposed approach exhibits better performance in terms of both average and conditional-value-at-risk metrics in comparison to budget-constrained models.
机译:在智能电网范例下,称为具有大量光伏发电渗透的分配系统,以优化其运营资源,以实现更有效和可靠的性能。在这种情况下,本文提出了一种多体混合整数二阶锥形配方以优化分配馈线操作。该模型考虑了馈线物理行为;离散控制设备(分接开关和电容器组)具有最大允许的每日开关操作编号;光伏逆变器运行;以及太阳能和负荷的不确定性质。两阶段鲁棒优化框架用于将不确定性与模型中的不确定性包括在其中,其中假设离散和连续的控制动作分别是该模型的第一和第二阶段的一部分。鲁棒模型的保守水平由多面体不确定性集控制,其顶点以数据驱动方式自适应地调整,以便更好地捕获不确定参数之间的复杂时空依赖性。利用各种IEEE测试馈线的修改版本进行广泛的计算实验。建议的数据驱动模型的性能与传统的确定性和鲁棒预算约束模型形成鲜明对比,使用滚动地平线采样超出样本评估方法。与确定性模型相比,数据驱动的方法产生大约15%的功率损耗减小,并且在每小时电压违规中降低高达98%。结果还表明,与预算约束模型相比,该拟议方法在平均和条件值 - 价值 - 风险指标方面表现出更好的性能。

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