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Least Squares Mutual Information for Grid Search CEEMD: A Suitable Vibration Signal Analysis Method

机译:网格搜索CEEMD的最小二乘互信息:一种合适的振动信号分析方法

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摘要

Empirical mode decomposition (EMD) is an adaptive nonlinear, non-stationary signal analysis and processing method. Engineering applications of EMD are primarily restricted by “mode mixing,” or information coupling between IMFs(Intrinsic mode function, IMF) such that the result of EMD decomposition cannot correctly reflect the real physical process. After summarizing existing analysis and processing methods, this paper proposes an algorithm of integrating the least square mutual information (with grid search for CEEMD decomposition), and the aliasing frequency to be amended (ensuring orthogonality between various IMF components to further suppress mode mixing, reduce the number of IMF components, and improve computational efficiency). The validity of the proposed method is verified through simulation experiments. The method is then used to extract the fault characteristic frequency of a rolling bearing micro-fault signal. Experimental results demonstrate that the proposed algorithm can obtain more accurate fault frequency characteristics with a lower total lumped number, fewer IMF components, and lower computational costs relative to traditional methods.
机译:经验模态分解(EMD)是一种自适应的非线性,非平稳信号分析和处理方法。 EMD的工程应用主要受到“模式混合”或IMF之间的信息耦合(固有模式函数,IMF)的限制,以致EMD分解的结果无法正确反映真实的物理过程。在总结了现有的分析和处理方法之后,本文提出了一种算法,该算法集成最小二乘方互信息(使用网格搜索进行CEEMD分解)和要修改的混叠频率(确保各种IMF组件之间的正交性以进一步抑制模式混合,降低IMF组件的数量,并提高计算效率)。仿真实验验证了该方法的有效性。然后,该方法用于提取滚动轴承微故障信号的故障特征频率。实验结果表明,与传统方法相比,该算法可以得到更准确的故障频率特性,具有更低的总集总数,更少的IMF分量和更低的计算成本。

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