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Dual-Enhanced Sparse Decomposition for Wind Turbine Gearbox Fault Diagnosis

机译:双重增强的稀疏分解在风力发电机齿轮箱故障诊断中的应用

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摘要

The gearbox is one of the most important components in a wind turbine (WT) system, and fault diagnosis of WT gearbox for maintenance cost reduction is of paramount importance. However, fault feature identification is a primary challenge in gearbox fault diagnosis because weak fault features are always obscured by heavy background noise and multiple harmonic interferences. In this paper, a dual-enhanced sparse decomposition (DESD) method is proposed to address the feature enhancement and identification for gearbox fault vibration signal. Within the proposed method, the nonconvex generalized minimax-concave (GMC) penalty is used to construct the sparse-regularized cost function, the convexity of which can be maintained and the cost function can be minimized using convex optimization algorithms to obtain its global minimum. Furthermore, an adaptive regularization parameter selection scheme is proposed for the proposed DESD method in signal decomposition and feature extraction. Simulation studies and a real case study validate that the proposed method can better preserve the feature components of interest and can significantly improve the estimation accuracy. The comparison studies also show that the proposed method outperforms those methods with L1 norm regularization and spectral kurtosis.
机译:变速箱是风力涡轮机(WT)系统中最重要的组件之一,为降低维护成本而对WT变速箱进行故障诊断至关重要。但是,故障特征识别是齿轮箱故障诊断中的主要挑战,因为弱的故障特征总是会被大量的背景噪声和多重谐波干扰所掩盖。为了解决齿轮箱故障振动信号的特征增强和识别问题,提出了一种双增强稀疏分解(DESD)方法。在所提出的方法中,使用非凸广义最小极大凹(GMC)罚分构造稀疏正则化的代价函数,可以维持其凸性,并且可以使用凸优化算法来最小化代价函数以获得其全局最小值。此外,针对信号分解和特征提取中的DESD方法,提出了一种自适应正则化参数选择方案。仿真研究和实际案例研究证明,该方法可以更好地保留感兴趣的特征分量,并可以显着提高估计精度。比较研究还表明,所提出的方法优于那些具有L1范数正则化和光谱峰度的方法。

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