A novel combined model for vibration trend prediction of a hydropower generator unit

Kaixuan Tong, Geng Zhang, Huade Huang, Aisong Qin, H. Mao
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引用次数: 1

Abstract

It is significant to predict the vibration trend of a hydropower generator unit (HGU) based on historical data for the stable operation of units and the maintenance of power system safety. Therefore, a novel combined model based on ensemble empirical mode decomposition (EEMD), sample entropy (SE), a Gaussian process regression (GPR) model and an autoregressive moving average model (ARMA) is proposed. Firstly, according to the non-linear and non-stationary characteristics of the vibration series, the vibration time series is decomposed into a single component and relatively stable subsequences using EEMD. Then, the SE algorithm reconstructs the subsequences with similar complexity to reduce the number of prediction sequences. Moreover, after judging the stationarity test of the reconstructed sequence, the GPR model and ARMA model are used to predict the non-stationary and stable subsequences, respectively. Finally, the predicted values of each subsequence are synthesised. Furthermore, five related methods are employed to evaluate the effectiveness of the proposed approach. The results illustrate that: (1) compared with EEMD only, EEMD combined with SE can improve prediction accuracy; (2) the reconstruction strategy based on SE can reduce the influence of false modes and improve the prediction accuracy; and (3) the prediction effect of the hybrid prediction model, which reduces the influence of accidental factors, is better than that of a single model in predicting the vibration sequence of an HGU.
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一种新的水轮发电机组振动趋势预测组合模型
基于历史数据对水轮发电机组的振动趋势进行预测,对于机组的稳定运行和维护电力系统的安全具有重要意义。为此,提出了一种基于集合经验模态分解(EEMD)、样本熵(SE)、高斯过程回归(GPR)模型和自回归移动平均模型(ARMA)的组合模型。首先,根据振动序列的非线性和非平稳特性,利用EEMD方法将振动时间序列分解为单分量和相对稳定的子序列;然后,重构复杂度相近的子序列,减少预测序列的数量;在对重构序列进行平稳性检验后,分别使用GPR模型和ARMA模型对非平稳子序列和稳定子序列进行预测。最后,对每个子序列的预测值进行综合。此外,还采用了五种相关方法来评估所提出方法的有效性。结果表明:(1)与单独使用EEMD相比,EEMD与SE结合可以提高预测精度;(2)基于SE的重构策略可以减少假模态的影响,提高预测精度;(3)混合预测模型减少了意外因素的影响,预测效果优于单一模型。
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