Attention-Gaussian-LSTM-Wiener based remaining useful life prediction method

Shuiyuan Cao, Liguo Qin, Hanwen Zhang, Aiming Wang, Jun Shang
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引用次数: 0

Abstract

Most machine learning-based remaining useful life (RUL) prediction methods only yield point predictions, and their “black-box” nature results in low interpretability. Stochastic process-based modeling can predict RUL probability density function (PDF), yet it often suffers from inaccurate modeling and failure to fully utilize historical degradation data of the same equipment type. To overcome these limitations, this paper integrates the two approaches and proposes an Attention-Gaussian-LSTM-Wiener (AG-LSTM-Wiener)-based RUL prediction method, enabling dynamic weighted fusion of predicted PDFs. An AG-LSTM-Wiener model with a two-branch structure is constructed. Health indicator (HI) is fed into the corresponding branch models to generate two different PDF curves. Decision blocks are employed to estimate RUL, from which weights are derived to achieve dynamic weighted fusion of the PDFs. Experiments on the CMPASS turbofan engine degradation dataset validate the proposed method’s effectiveness. Results demonstrate that the proposed method not only prevents PDF curve distortion but also improves the prediction accuracy compared with other methods. With the root mean squared error (RMSE) and Score reduced by 32.8% and 46.1% on average, and the mean squared error of PDF (\(\mathrm{MSE}_{\mathrm{PDF}} \)) improved by 99.3% compared to AG-LSTM, which exhibits the best performance among the contrast methods.

基于注意力-高斯- lstm -维纳的剩余使用寿命预测方法
大多数基于机器学习的剩余使用寿命(RUL)预测方法只产生点预测,其“黑箱”性质导致低可解释性。基于随机过程的建模可以预测RUL概率密度函数(PDF),但往往存在建模不准确和不能充分利用同一设备类型历史劣化数据的问题。为了克服这些局限性,本文将两种方法相结合,提出了一种基于Attention-Gaussian-LSTM-Wiener (AG-LSTM-Wiener)的RUL预测方法,实现了预测pdf的动态加权融合。构造了一个具有两分支结构的AG-LSTM-Wiener模型。将运行状况指示器(HI)馈送到相应的分支模型中,以生成两个不同的PDF曲线。采用决策块来估计RUL,并从中导出权重,实现pdf的动态加权融合。在CMPASS涡扇发动机退化数据集上的实验验证了该方法的有效性。结果表明,与其他方法相比,该方法不仅可以防止PDF曲线失真,而且可以提高预测精度。均方根误差(RMSE)和评分降低了32.8% and 46.1% on average, and the mean squared error of PDF (\(\mathrm{MSE}_{\mathrm{PDF}} \)) improved by 99.3% compared to AG-LSTM, which exhibits the best performance among the contrast methods.
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