Load identification based on Factorial Hidden Markov Model and online performance analysis

Siyun Chen, F. Gao, Ting Liu
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引用次数: 3

Abstract

Load identification is important for the tasks such as load forecasting, demand response and energy management in smart buildings. The accuracy of the traditional methods depends on the dimension of load signatures, the sampling frequency and the stability of load profile. In this paper, a Factorial Hidden Markov Model (FHMM)-based method is proposed to analyze the aggregate load profile and identify the individual device. We extend the Viterbi algorithm to solve the FHMM directly, and this process is more efficient than the solution of the equivalent HMM by using the conventional Viterbi algorithm. The proposed method is insensitive to the stability and accuracy of power data, so it is suitable for the devices in buildings, even for the continuously variable loads. Two experiments with real power data are evaluated to illustrate the proposed method. Meanwhile, we focus on the online performance of the Viterbi algorithm. It is found that the states decoded by Viterbi are unreliable when the observed data are inside a confusing zone. Through analyzing the mechanism of the Viterbi algorithm, the judgment conditions the boundary of the confusing zone are given. We hope this work brings insight to the research on load identification and HMM.
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基于阶乘隐马尔可夫模型的负荷识别及在线性能分析
在智能建筑中,负荷识别对于负荷预测、需求响应和能源管理等任务具有重要意义。传统方法的精度取决于负载特征的尺寸、采样频率和负载轮廓的稳定性。本文提出了一种基于阶乘隐马尔可夫模型(Factorial Hidden Markov Model, FHMM)的方法来分析总负荷分布并识别单个设备。我们将Viterbi算法扩展到直接求解FHMM,该过程比使用传统的Viterbi算法求解等效HMM更有效。该方法对电力数据的稳定性和准确性不敏感,适用于建筑物中的设备,甚至是连续变负荷。通过两个实际功率数据的实验验证了该方法。同时,重点研究了Viterbi算法的在线性能。研究发现,当观测数据处于混乱区域时,维特比解码的状态是不可靠的。通过分析Viterbi算法的工作原理,给出了模糊区边界的判断条件。我们希望这项工作能对载荷识别和HMM的研究有所启发。
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