状态监测
滚动轴承
方位(导航)
振动
工程类
循环平稳过程
故障检测与隔离
包络线(雷达)
预测性维护
断层(地质)
连贯性(哲学赌博策略)
运行速度
可靠性工程
计算机科学
人工智能
声学
航空航天工程
电信
电气工程
频道(广播)
雷达
物理
土木工程
量子力学
地震学
地质学
执行机构
作者
Alexandre Mauricio,Junyu Qi,Wade A. Smith,Robert B. Randall,Konstantinos Gryllias
出处
期刊:Mechanisms and machine science
日期:2018-08-18
卷期号:: 265-279
被引量:7
标识
DOI:10.1007/978-3-319-99268-6_19
摘要
Bearing failures not only increase the cost due to production loss and need for repair or replacement, but also threaten the personnel safety. Manufacturers of rotating machinery tend to adopt new health monitoring services, using regular inspections or embedding sensors for health monitoring systems within each unit. Early failure signs of a bearing defect are usually weak compared to other sources of excitation. Furthermore, fault detection of bearings appears to be more complicated in the case of planetary gearboxes. As a result, a plethora of signal processing tools have been proposed, focusing towards fault detection and diagnosis of rolling element bearings, such as Envelope Analysis through the selection of the filtering band with Kurtogram. Recently, Cyclic Spectral Correlation/Coherence have been presented as powerful tools for condition monitoring of rolling element bearings, exploiting their cyclostationary behaviour. The aforementioned tools perform well under steady speed operating conditions but their effectiveness drops in the case of speed varying operating conditions, which is quite common in applications such as wind turbines and helicopter drive trains. In order to overcome this difficulty, a new diagnostic tool is introduced based on the integration of the Order-Frequency Cyclic Spectral Coherence along a frequency band that contains the diagnostic information. A special procedure is proposed in order to automatically select the filtering band, maximizing the corresponding fault indicators. The effectiveness of the methodology is validated using experimental and real data captured on planetary gearboxes, including various faults with different levels of diagnostic complexity.
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