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Stochastic integration of demand response and reconfiguration in distribution network expansion planning

机译:配电网络扩展规划中需求响应和重新配置的随机集成

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摘要

Planning the distribution network of the future involves forecasting the most likely scenario to make appropriate investment decisions. Many uncertainties concerning, e.g. the evolution of conventional loads, renewable production and electric vehicles (EVs) make it difficult to predict the location of the distribution network's weaknesses (overvoltages, undervoltages and overcurrents) and their occurrence. In some cases, alternative solutions such as demand response (DR) and reconfiguration can remove the constraints and prevent expensive network investment. This study proposes a two-stage algorithm that is able to give the probability that no technical constraints will appear as a function of the reinforcement cost with and without using DR and/or reconfiguration. The first stage of the algorithm consists in running Monte Carlo simulations based on realistic scenarios for loads, EVs and renewable production development provided by French governmental roadmaps. The cost of reinforcement per line and per hour of constraints enables selection of the feeders, where DR (solved with linear programming) and/or reconfiguration (exhaustive research) will be implemented in the second stage of the algorithm to remove these constraints. The methodology is applied to a real part of a French distribution network.
机译:规划未来的分销网络涉及预测最可能的情况以做出适当的投资决策。有关例如传统负载,可再生能源生产和电动汽车(EV)的发展使得难以预测配电网络的弱点(过电压,欠电压和过电流)的位置及其发生的位置。在某些情况下,诸如需求响应(DR)和重新配置之类的替代解决方案可以消除约束并防止昂贵的网络投资。这项研究提出了一种两阶段算法,该算法能够给出在不使用或不使用DR和/或重新配置的情况下,不会出现技术限制的情况,这是加固成本的函数。该算法的第一阶段包括根据法国政府路线图提供的有关负载,电动汽车和可再生能源生产发展的实际方案运行蒙特卡洛模拟。每条线和每小时约束的加固成本使得能够选择馈线,其中将在算法的第二阶段实施DR(通过线性编程解决)和/或重新配置(详尽研究)以消除这些约束。该方法适用于法国分销网络的真实部分。

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