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A bi-level optimization model for operation of distribution networks with micro-grids

机译:具有微电网的配电网运行的双层优化模型

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Active distribution grids (ADGs) consist of several distributed generations (DGs) and controllable loads (CLs). These resources are utilized in the form of several microgrids (MGs) which in turn facilitate managing of ADGs. Therefore, the problem of distribution company (DISCO) and MGs operation requires a hierarchical decision-making framework. An attempt is made in this paper to model such framework as a bi-level optimization problem. In the proposed bi-level model, the objective of the upper level (leader) problem is to maximize the profit of DISCO, and the objective of the lower level (follower) problems is to minimize the cost of MGs. The resulting model is a nonlinear bi-level problem which is transformed into a linear single-level problem through Karush-Kuhn-Tucker (KKT) conditions and dual theory. Since the proposed model creates a retail electricity market in distribution grid, two frameworks are considered for this market: various and uniform retail electricity prices. To illustrate the effectiveness of the model, a hypothetical distribution grid is considered as the case study. The impacts of the market price and various demand levels of MGs on the results are investigated in two scenarios. (C) 2016 Elsevier Ltd. All rights reserved.
机译:有源配电网(ADG)由多个分布式发电(DG)和可控负荷(CL)组成。这些资源以几个微电网(MG)的形式使用,进而有助于ADG的管理。因此,配送公司(DISCO)和MG的运营问题需要一个分层的决策框架。本文尝试将这种框架建模为双层优化问题。在提出的双层模型中,上层(领导者)问题的目的是使DISCO的利润最大化,而下层(跟随者)问题的目的是使MG的成本最小化。生成的模型是一个非线性双层问题,通过Karush-Kuhn-Tucker(KKT)条件和对偶理论将其转化为线性单层问题。由于建议的模型在配电网中创建了零售电力市场,因此考虑了该市场的两个框架:各种统一的零售电价。为了说明该模型的有效性,将假设的分布网格视为案例研究。在两种情况下,研究了市场价格和MG的各种需求水平对结果的影响。 (C)2016 Elsevier Ltd.保留所有权利。

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