Autonomous Demand-Side Management system based on Monte Carlo Tree Search

Edgar Galván-López, C. Harris, L. Trujillo, K. Rodríguez-Vázquez, S. Clarke, V. Cahill
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引用次数: 20

Abstract

Smart Grid (SG) technologies are becoming increasingly dynamic, motivating the use of computational intelligence to support the SG by predicting and intelligently responding to certain requests (e.g, reducing electricity costs given fluctuating prices). The presented work intends to do precisely this, to make intelligent decisions to switch on electric devices at times when the electricity price (prices that change over time) is the lowest while at the same time attempting to balance energy usage by avoiding turning on multiple devices at the same time, whenever possible. To this end, we use Monte Carlo Tree Search (MCTS), a real-time decision algorithm. MCTS takes into consideration what might happen in the future by approximating what other entities/agents (electric devices) might do via Monte Carlo simulations. We propose two variants of this method: (a) maxn MCTS approach where the competition for resources (e.g, lowest electricity price) happens in one single decision tree and where all the devices are considered, and (b) two-agent MCTS approach, where the competition for resources is distributed among various decision trees. To validate our results, we used two scenarios, a rather simple one where there are no constraints associated to the problem, and another more complex, and realistic scenario with equality and inequality constraints associated to the problem. The results achieved by this real-time decision tree algorithm are very promising, specially those achieved by the maxn MCTS approach.
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基于蒙特卡罗树搜索的自主需求侧管理系统
智能电网(SG)技术正变得越来越动态,通过预测和智能响应某些请求(例如,在价格波动的情况下降低电力成本),促使使用计算智能来支持智能电网。所提出的工作正是要做到这一点,在电价(随时间变化的价格)最低的时候做出明智的决定,打开电子设备,同时尽可能避免同时打开多个设备,以平衡能源使用。为此,我们使用蒙特卡罗树搜索(MCTS),一种实时决策算法。MCTS通过蒙特卡罗模拟来近似其他实体/代理(电子设备)可能做的事情,从而考虑到未来可能发生的事情。我们提出了该方法的两种变体:(a) maxn MCTS方法,其中资源竞争(例如,最低电价)发生在单个决策树中,并且考虑了所有设备;(b)双智能体MCTS方法,其中资源竞争分布在各个决策树中。为了验证我们的结果,我们使用了两个场景,一个非常简单,没有与问题相关的约束,另一个更复杂,更现实的场景,具有与问题相关的相等和不等式约束。这种实时决策树算法取得了很好的结果,特别是maxn MCTS方法取得的结果。
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