Collaborative, parallel Monte Carlo Tree Search for autonomous electricity demand management

F. Golpayegani, Ivana Dusparic, S. Clarke
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引用次数: 12

Abstract

Balancing electricity supply and consumption is critical for the stable performance of an electricity Grid. Demand Side Management (DSM) refers to shifting consumers' energy usage to off-peaks as much as possible to avoid more electricity demand than available supply during peak times. Artificial intelligent planning algorithms have been applied to enabling electric devices to reschedule their operation to off-peak. One such algorithm is Monte Carlo Tree Search (MCTS), which takes advantage of tree search and random sampling on decision space in order to fine an optimal domain decision. In particular for DSM, MCTS has been used to control both smart meters and also electrical devices, In both applications, MCTS acts as a centralized consumption planner choosing the optimum approach for all devices in the space. Centralized computation thread limits these approaches in terms of flexibility and scalability. as applied in domains outside DSM, an alternative, decentralized MCTS algorithm, called Parallel MCTS (P-MCTS), allows every agent to run its independent MCTS thread to have its own solution. In thios paper, frist we studied the feasibility of applying P-MCTS in DSM to make demand planning more flexible and scalable. P-MCTS has been evaluated by running two different scenarios one with 6 electrical vehicles (EVs) and the other with 90 EVs which roughly results in 30% peak load shifting for P-MCTS. To improve the results of P-MCTS, we propose a new decentralized collaborative approach, called Collaborative P-MCTS (CP-MCTS), which exploits and extends P-MCTS to enable each electrical device to actively affect the planning process but also to improve the final decision using collective knowledge obtained during the collaboration. Additionally, in comparison with P-MCTS, CP-MCTS obtained better results, including more peak load shufting and smoother load curve due to 30% lower Peak to Average Ratio (PAR).
自主电力需求管理的协同并行蒙特卡洛树搜索
平衡电力供应和消费对电网的稳定性能至关重要。需求侧管理(DSM)是指尽可能将消费者的能源使用转移到非高峰时段,以避免高峰时段的电力需求超过可用供应。人工智能规划算法已被应用于使电气设备重新安排其运行到非高峰。其中一种算法是蒙特卡罗树搜索(MCTS),它利用树搜索和决策空间的随机抽样来确定最优的域决策。特别是对于DSM, MCTS已被用于控制智能电表和电气设备,在这两种应用中,MCTS作为集中的消耗计划者,为空间中的所有设备选择最佳方法。集中式计算线程在灵活性和可伸缩性方面限制了这些方法。在DSM之外的领域,有一种替代的分散MCTS算法,称为并行MCTS (P-MCTS),允许每个代理运行其独立的MCTS线程,以拥有自己的解决方案。本文首先研究了将P-MCTS应用于需求侧管理的可行性,使需求规划更具灵活性和可扩展性。P-MCTS通过运行两种不同的场景进行评估,一种是6辆电动汽车,另一种是90辆电动汽车,这大致导致P-MCTS的峰值负荷转移30%。为了改善P-MCTS的结果,我们提出了一种新的分散协作方法,称为协作P-MCTS (CP-MCTS),它利用并扩展了P-MCTS,使每个电气设备都能积极地影响规划过程,并利用协作过程中获得的集体知识来改进最终决策。此外,与P-MCTS相比,CP-MCTS由于峰值平均比(PAR)降低30%,获得了更好的效果,包括更多的高峰负荷切换和更平滑的负荷曲线。
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