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Step-by-Step Compound Faults Diagnosis Method for Equipment Based on Majorization-Minimization and Constraint SCA

机译:基于主次最小化和约束SCA的设备分步复合故障诊断方法

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摘要

Compound faults often occur simultaneously or successively due to the complexity of intelligent mechatronic systems. The generation of such group faults will bring more difficulties to fault diagnosis. To separate the compound fault under the complex condition and improve the accuracy of the separated signal, a step-by-step compound faults diagnosis method for equipment based on majorization-minimization (MM) and constraint sparse component analysis (SCA) is proposed in this article. The method can perform under the condition that the measurements are not enough and signal sparsity is insufficient. The proposed SCA framework is the main technique to achieve compound faults separation and it is divided into three steps in this case. In the first step, MM is used to achieve sparse representation of vibration signal to satisfy the prerequisites for SCA and obtained content clustering for matrix estimation. In the second step, expanded potential function is utilized to estimate matrix, which can take advantage of sparse information from mixtures. In the final step, constraint based on the adaptive Laplace dictionary is introduced to obtain the precise source signal. Results of bearing vibration analysis by simulation, experiment, and comparison are presented to illustrate the proposed technique.
机译:由于智能机电系统的复杂性,复合故障通常同时发生或相继发生。此类组故障的产生将给故障诊断带来更多困难。为了在复杂条件下分离复合故障并提高分离信号的精度,提出了一种基于主最小化(MM)和约束稀疏分量分析(SCA)的设备复合故障诊断方法。文章。该方法可以在测量不足并且信号稀疏性不足的条件下执行。提出的SCA框架是实现复合故障分离的主要技术,在这种情况下分为三个步骤。在第一步中,MM用于实现振动信号的稀疏表示,以满足SCA的先决条件,并获得用于矩阵估计的内容聚类。第二步,利用扩展的势函数来估计矩阵,该矩阵可以利用来自混合物的稀疏信息。在最后一步,引入基于自适应拉普拉斯词典的约束条件以获得精确的源信号。通过仿真,实验和比较给出了轴承振动分析的结果,以说明所提出的技术。

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