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Leveraging Multi-Granularity Energy Data for Accurate Energy Demand Forecast in Smart Grids

机译:利用多粒度能量数据,以便在智能电网中准确能源需求预测

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Accurate energy demand prediction is very important for smart grids to conduct demand response and stabilize the grids. In previous work, many prediction algorithms are proposed to improve the energy consumption prediction accuracy based on the aggregated energy consumption in the whole grid. Recently, with the increasing installations of smart meters in individual homes, high granularity (e.g., per minute) energy consumption data in individual homes becomes available and provides us a great opportunity for better energy consumption prediction. In this paper, we propose M-Pred to utilize the high granularity energy consumption data collected by smart meters in individual homes for better energy consumption prediction in smart grids. In M-Pred, we propose a learning algorithm to learn energy consumption patterns of individual homes from the high granularity energy consumption data. The consumption patterns we learn from homes are then applied for energy consumption prediction in smart grids. Furthermore, since not every home in a smart grid is equipped with a smart meter, we propose a matching and prediction algorithm to leverage the multi-granularity energy data for accurate consumption prediction. We conducted extensive system evaluations with 726 homes' minute-level power consumption data for more than 12 months. The simulation results show that our design can provide accurate energy consumption prediction for the next hour with negligible errors (e.g., Mean Absolute Percentage Error is 2.12%).
机译:精确的能量需求预测对于智能电网来进行需求响应并稳定网格非常重要。在以前的工作中,提出了许多预测算法,以提高基于整个网格中的聚合能量消耗的能量消耗预测精度。最近,随着个别家庭中的智能仪表的增加,个别房屋中的高粒度(例如,每分钟)能源消耗数据变得可用,并为我们提供了一个更好的能耗预测的机会。在本文中,我们提出了M-PREV来利用各个家庭中智能仪表收集的高粒度能耗数据,以便在智能电网上更好的能耗预测。在M-pred中,我们提出了一种学习算法,以从高粒度能量消耗数据学习各个家庭的能量消耗模式。然后,我们从家庭中学到的消费模式被应用于智能电网中的能量消耗预测。此外,由于不是智能电网的每个家庭都配备了智能仪表,因此我们提出了一种匹配和预测算法来利用多粒度能量数据来准确消耗预测。我们通过726家庭分钟功耗数据进行了广泛的系统评估,超过12个月。仿真结果表明,我们的设计可以为下一小时提供准确的能耗预测,错误的错误(例如,平均绝对百分比误差为2.12%)。

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