Method of shaft crack detection based on squared gain of vibration amplitude

被引:0
作者
Rafal Gradzki
Zbigniew Kulesza
Blazej Bartoszewicz
机构
[1] Bialystok University of Technology,Faculty of Mechanical Engineering
来源
Nonlinear Dynamics | 2019年 / 98卷
关键词
Auto-correlation function; Power spectral density function; Signal processing; Fault detection; Damage map;
D O I
暂无
中图分类号
学科分类号
摘要
Rotating machines are exposed to different faults such as shaft cracks, bearing failures, rotor misalignment, stator to rotor rub, etc. Therefore, turbo-generators, aircraft engines, compressors, pumps, and many other rotating machines should be constantly diagnosed to warn about the probable appearance of a possible rotor failure. Unfortunately, despite the ongoing work on various rotor fault detection methods, there are still very few techniques that can be considered as reliable and applicable in practical problems. The difficulty lies in the fact that usually the fault introduces very subtle local changes in the overall structure of the rotor. The symptoms of these changes must be isolated and extracted from a wide spectrum of vibration data obtained from sensors measuring the vibrations of the machine. The measured data are usually disturbed with some noise or other disturbances, and that is why the detection of a possible rotor fault is even more difficult. The paper presents a new rotor fault detection method. The method is based on a new diagnostic model of rotor signals and external disturbances. The model utilizes auto-correlation functions of measured rotor’s vibrations. By proper processing of the measured vibration data, the influence of environmental disturbances is completely compensated and reliable indications of the possible rotor fault are obtained. The method has been tested numerically using the finite element model of the rotor and then verified experimentally at the shaft crack detection test rig. The results are presented in a readable graphical form and confirm high sensitivity and reliability of the method.
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页码:671 / 690
页数:19
相关论文
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  • [1] Kulesza Z(2012)New finite element modeling approach of a propagating cracked shaft ASME J. Appl. Mech. 80 021025-1378
  • [2] Sawicki JT(2014)Dynamic behavior of cracked rotor subjected to multisine excitation J. Sound Vib. 333 1369-2408
  • [3] Kulesza Z(2015)Dynamic characteristics analysis of a rotor–stator system under different rubbing forms Appl. Math. Model. 39 2392-628
  • [4] Ma H(2009)Vibration response of misaligned rotors J. Sound Vib. 325 609-67
  • [5] Zhao Q(2002)Vibration analysis of rotor for crack identification J. Vib. Control 8 51-66
  • [6] Han Q(2012)Light, medium and heavy partial rubs during speed transients of rotating machines: numerical simulation and experimental observation Mech. Syst. Signal Process. 29 45-582
  • [7] Wen B(1993)The ratio of 2 Orbit 14 11-914
  • [8] Patel TH(2000) to 1 Meccanica 35 563-133
  • [9] Darpe AK(2008) vibration—a shaft crack detection myth Mech. Syst. Signal Process. 22 905-1579
  • [10] Saavedra PN(2016)Identification of transverse crack position and depth in rotor systems Mech. Syst. Signal Process. 72–73 105-589