K. Paridari, Donald Azuatalam, Archie C. Chapman, G. Verbič, L. Nordström
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引用次数: 8
摘要
智能家居被认为是提供分布式能源和家庭能源管理系统(HEMS)的自动化住宅。在本研究的智能家居中,分布式能源包括光伏太阳能电池板和电池存储单元。在文献中,hems应用优化算法来有效地规划和控制前一天的光伏存储,以最小化每日电力成本。这是一个顺序随机决策问题,计算量很大。因此,需要开发一种计算效率高的方法。在这里,我们应用递归神经网络(RNN)来处理顺序决策问题。RNN是基于终端用户的需求、光伏发电、使用时间和电池储能的最佳充电状态等历史数据进行离线训练的。这里,通过求解一个混合整数线性规划生成最优电荷轨迹状态,该规划由历史需求、光伏轨迹和电价生成,目的是使每日电力成本最小化。训练后的RNN称为策略函数逼近(policy function approximation, PFA),通过控制策略对输出进行过滤,得到高效可行的日前充电状态。此外,考虑到总是有新的终端用户安装光伏存储系统,而这些用户没有自己的历史数据,我们提出了一种计算效率高、接近最优的即插即用规划和控制算法。通过数值研究,对该算法的性能与最优策略进行了比较评估。
A plug-and-play home energy management algorithm using optimization and machine learning techniques
A smart home is considered as an automated residential house that is provided with distributed energy resources and a home energy management system (HEMS). The distributed energy resources comprise PV solar panels and battery storage unit, in the smart homes in this study. In the literature, HEMSs apply optimization algorithms to efficiently plan and control the PV-storage, for the day ahead, to minimize daily electricity cost. This is a sequential stochastic decision making problem, which is computationally intensive. Thus, it is required to develop a computationally efficient approach. Here, we apply a recurrent neural network (RNN) to deal with the sequential decision-making problem. The RNN is trained offline, on the historical data of end-users’ demand, PV generation, time of use tariff and optimal state of charge of the battery storage. Here, optimal state of charge trace is generated by solving a mixed integer linear program, generated from the historical demand and PV traces and tariffs, with the aim of minimizing daily electricity cost. The trained RNN is called policy function approximation (PFA), and its output is filtered by a control policy, to derive efficient and feasible day-ahead state of charge. Furthermore, knowing that there are always new end-users installing PV-storage systems, that don’t have historical data of their own, we propose a computationally efficient and close-to-optimal plug-and-play planning and control algorithm for their HEMSs. Performance of the proposed algorithm is then evaluated in comparison with the optimal strategies, through numerical studies.