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Power Imbalance Detection in Smart Grid via Grid Frequency Deviations: A Hidden Markov Model Based Approach

机译:基于电网频率偏差的智能电网功率不平衡检测:基于隐马尔可夫模型的方法

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We detect the deviation of the grid frequency from the nominal value (i.e., 50 Hz), which itself is an indicator of the power imbalance (i.e., mismatch between power generation and load demand). We first pass the noisy estimates of grid frequency through a hypothesis test which decides whether there is no deviation, positive deviation, or negative deviation from the nominal value. The hypothesis testing incurs miss-classification errors-- false alarms (i.e., there is no deviation but we declare a positiveegative deviation), and missed detections (i.e., there is a positiveegative deviation but we declare no deviation). Therefore, to improve further upon the performance of the hypothesis test, we represent the grid frequency's fluctuations over time as a discrete- time hidden Markov model (HMM). We note that the outcomes of the hypothesis test are actually the emitted symbols, which are related to the true states via emission probability matrix. We then estimate the hidden Markov sequence (the true values of the grid frequency) via maximum likelihood method by passing the observed/emitted symbols through the Viterbi decoder. Simulations results show that the mean accuracy of Viterbi algorithm is at least $5$% greater than that of hypothesis test.
机译:我们检测到电网频率与标称值(即50 Hz)的偏差,标称值本身就是功率不平衡的指标(即发电与负载需求之间的不匹配)。我们首先通过假设检验传递对电网频率的噪声估计,该假设检验确定与标称值之间没有偏差,正偏差或负偏差。假设检验会产生误分类错误-错误警报(即没有偏差,但我们声明为正/负偏差)和错过的检测结果(即,存在正/负偏差,但我们未声明偏差)。因此,为了进一步提高假设检验的性能,我们将电网频率随时间的波动表示为离散时间隐马尔可夫模型(HMM)。我们注意到,假设检验的结果实际上是发射的符号,它们通过发射概率矩阵与真实状态相关。然后,我们通过将观察到的/发射的符号通过维特比解码器,通过最大似然法来估计隐马尔可夫序列(电网频率的真实值)。仿真结果表明,维特比算法的平均精度比假设检验的精度至少高出5%。

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