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Double-dictionary signal decomposition method based on split augmented Lagrangian shrinkage algorithm and its application in gearbox hybrid faults diagnosis

机译:基于分型拉格朗日收缩算法的双字典信号分解方法及其在齿轮箱杂交故障诊断中的应用

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摘要

Gearbox with hybrid distributed and localized faults usually generates coupled modulation vibration signal. It is hard to decompose the coupled signal for precise diagnosis. To solve this problem, a novel signal decomposition method is proposed on the basis of double-dictionary and split augmented Lagrangian shrinkage algorithm (SALSA). The dictionary possessing high similarity to fault features consists of steady modulation sub-dictionary and impact modulation sub-dictionary. The SALSA is improved by adding a hard threshold de-noising to obtain optimal sparse coefficients of steady modulation and impact modulation components. Key parameters including Lagrange multipliers (lambda(s), lambda(p)), penalty factor mu of SALSA and hard threshold epsilon are studied to determine their optimal value ranges. Kinds of simulation signals show the effectiveness of the proposed method, and experimental tests on fixed-shaft gearbox and planetary gearbox further verify the reliability. Comparative analyses with methods respectively based on matching pursuit and tunable Q-factor wavelet transform indicate that the proposed method is superior to the other two methods in calculation efficiency and anti-noise performance, especially when these two kinds of modulation components are completely coupled in some resonance bands. (C) 2018 Elsevier Ltd. All rights reserved.
机译:具有混合的齿轮箱分布式和局部故障通常会产生耦合调制振动信号。很难分解耦合信号以精确诊断。为了解决这个问题,基于双字典和分离增强拉格朗日收缩算法(SALSA)提出了一种新颖的信号分解方法。具有高相似性与故障特征具有高相似之处的字典包括稳定调制子字典和影响调制子字典。通过添加硬阈值去噪来提高SALSA,以获得稳态调制和冲击调制组件的最佳稀疏系数。研究了包括拉格朗日乘法器(Lambda,Lambda(P)),Salsa和硬阈值epsilon的键参数,以确定其最佳值范围。各种仿真信号显示了所提出的方法的有效性,以及固定轴变速箱和行星齿轮箱上的实验测试进一步验证了可靠性。对比较分析分别基于匹配追踪和可调Q因子小波变换表明,该方法优于计算效率和抗噪声性能的其他两种方法,特别是当这两种调制组件完全耦合时共振乐队。 (c)2018年elestvier有限公司保留所有权利。

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