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A distributed demand-side management framework for the smart grid

机译:智能电网的分布式需求侧管理框架

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This paper proposes a fully distributed Demand-Side Management system for Smart Grid infrastructures, especially tailored to reduce the peak demand of residential users. In particular, we use a dynamic pricing strategy, where energy tariffs are function of the overall power demand of customers. We consider two practical cases: (1) a fully distributed approach, where each appliance decides autonomously its own scheduling, and (2) a hybrid approach, where each user must schedule all his appliances. We analyze numerically these two approaches, showing that they are characterized practically by the same performance level in all the considered grid scenarios. We model the proposed system using a non-cooperative game theoretical approach, and demonstrate that our game is a generalized ordinal potential one under general conditions. Furthermore, we propose a simple yet effective best response strategy that is proved to converge in a few steps to a pure Nash Equilibrium, thus demonstrating the robustness of the power scheduling plan obtained without any central coordination of the operator or the customers. Numerical results, obtained using real load profiles and appliance models, show that the system-wide peak absorption achieved in a completely distributed fashion can be reduced up to 55%, thus decreasing the capital expenditure (CAPEX) necessary to meet the growing energy demand.
机译:本文提出了一种用于智能电网基础设施的完全分布式的需求方管理系统,该系统专门为减少居民用户的高峰需求量身定制。尤其是,我们使用动态定价策略,其中电价是客户整体电力需求的函数。我们考虑两种实际情况:(1)一种完全分布式的方法,其中每个设备都自主决定自己的调度;(2)一种混合的方法,其中每个用户都必须调度所有设备。我们对这两种方法进行了数值分析,表明在所有考虑的网格方案中它们实际上都具有相同的性能水平。我们使用非合作博弈理论方法对提出的系统进行建模,并证明我们的博弈是一般条件下的广义序数势。此外,我们提出了一种简单而有效的最佳响应策略,该策略经证明可在几个步骤内收敛到纯Nash均衡,从而证明了在没有运营商或客户任何中央协调的情况下所获得的电力调度计划的鲁棒性。使用实际负载曲线和设备模型获得的数值结果表明,以完全分布的方式实现的系统范围内的峰值吸收最多可降低55%,从而减少了满足不断增长的能源需求所需的资本支出(CAPEX)。

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