Fractal dimension theory-based approach for bearing fault detection in induction motors

C. Perez-Ramirez, J. Amezquita-Sanchez, M. Valtierra-Rodríguez, A. Dominguez-Gonzalez, D. Camarena-Martinez, R. Romero-Troncoso
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引用次数: 9

Abstract

Induction motors, vital elements into the industry, are more likely to be influenced by different faults during their lifetime service. Even when they can keep working without affecting the line processes, in most cases, an increase in the production costs usually occurs. Bearing fault detection is an important topic due to the fact that this failure yields an increase in both vibration and temperature, among others, which can produce in other systems joined to the induction motor similar issues. In this regard, a monitoring system capable of detecting bearing fault in the induction motor condition is desirable in industry. In this work, a new methodology based on fractal dimension theory, a concept from the chaos theory, for outer race bearing defect (OBD) detection is presented. The fractal dimension (FD) theory is introduced for the detection of anomalies produced by OBD in the steady-state vibration signal of an induction motor, since this signal might have subtle changes on its dynamic characteristics due to the fault. The obtained results show that, as expected, the measured signal has the assumed changes, leading to have a methodology with a higher overall efficiency for distinguishing the fault and the heathy states.
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基于分形维数理论的异步电动机轴承故障检测方法
感应电动机是工业中的重要部件,在其使用寿命中更容易受到不同故障的影响。即使他们可以在不影响生产线工艺的情况下继续工作,在大多数情况下,生产成本通常会增加。轴承故障检测是一个重要的课题,因为这种故障会产生振动和温度的增加,这在其他系统中也会产生类似的问题。因此,工业上需要一种能够检测异步电动机轴承故障的监测系统。本文基于混沌理论中的分形维数理论,提出了一种检测外滚道轴承缺陷的新方法。针对异步电机稳态振动信号由于故障可能对其动态特性产生细微变化的情况,引入分形维数(FD)理论对OBD产生的异常进行检测。结果表明,实测信号具有假定的变化,使得该方法具有较高的整体效率来区分故障和健康状态。
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