Ijraset Journal For Research in Applied Science and Engineering Technology
Authors: Vivek Kumar, Ganesh Pal Singh Jadon, Prem Prakash Pandit
DOI Link: https://doi.org/10.22214/ijraset.2022.40906
Certificate: View Certificate
One of the common crucial elements that decide the condition of machinery including its residual lifespan in the energy industry, automotive, hydroelectric dams, etc., is the rolling element bearing. Throughout the process, rigorous predictive condition monitoring tools like vibration control, and analysis are valuable methods that are demanded to ensure the safe condition of the rolling element bearings. The expected faults that offer ample cycle times for preventive management are suggested by a Predictive Health Forecasting instrument. Instead of simply identifying the faults, the Predictive bearing health Monitoring platform seeks to map the degradation, like wear progression. From the point of view of system condition control using vibration analysis, this article aims to summarize the fundamental science of rolling element bearings through these varied applications. Numerous vibration analysis approaches are employed to detect defects in REB. The aforementioned article explained different techniques for vibration analysis for REB defect investigation.
I. INTRODUCTION
In industrial machinery, rolling element bearings (REBs) are often employed and are viewed because of the common important element. In power plants, industrial plants, transportation sectors, and even industrial equipment, the appropriate operation of bearings is quite essential. The Electric Power Research Institute (EPRI) performed a broad research study on electric engine defects in 1985 and reported around 41% of defects were consistent with damaged motor bearings [1]. The healthy and stable operation of rolling element bearings in industrial machinery depends upon the kind of bearing selected and also unique precision including all relevant parts, such as a shaft, housing, belt drive, gear, nuts, etc. [2]. Robust Predictive Health Monitoring (PHM) methods remain essential in assuring the safe condition of REBs throughout the process. That PHM method shows significant potential faults and offers additional freedom for the routine maintenance task. The PHM method attempts to track the degradation. The wear progresses instead of only identifying the faults.
There are a variety of research papers that are relevant to the health monitoring of REB [2–8]. This article illustrates quite well the established signal processing (SP), diagnostic, and prognosis research approaches including their difficulties, improvements, moreover weaknesses. Several trials also examinations were carried to examine the existence of bearing faults with the aid of multiple analysis methods these are friction, oil-debris, Shock-Pulse Measurements (SPM), etc. The signal processing methods have been implemented to prepare the signals such as root mean square (RMS), kurtosis, Fast Fourier Transform (FFT), etc. Nevertheless, numerous difficulties need extra ahead SP systems, for example, to eliminate the noise from signal also the speed variation result.
A comprehensive investigation on vibration strategies for classification of fault in REBs offered by Tandon and Nakra [9]; they deliberated vibration measures in the time domain also in the frequency domain, sound analysis, shock wave system in this study. Tandon and Choudhury [10] conducted a study on vibration techniques toward these identification faults in REB; the review starts by introducing the basics of rolling bearing and their modeling methods.
Next, the tracking procedures, signal processing, testing approaches, and condition prediction for REB are checked. Eventually, all these topics are objectively addressed to draw some of the implications of recent findings, evolving patterns, and the fields whereby further study and investigation is required.
II. APPROACHES TO BEARING DEFECT
REB is a mechanical part that holds loads. All rolling bearings, as seen in Fig. 1, have four main elements: an inner race (IR), an outer race (OR),ball or roller, and a cage.
The fundamental cause for bearing defects in the surface contact stresses that may change increasing working loads, excess stresses because of defect presence these are imbalance, misalignment, bent shaft, looseness etc. Throughout the times, multiple dynamic methodologies have become introduced to analyze the changing behavior and characteristics of REB. The dynamic models of REB were obtained first by Palmgren and Harris [11][12]. The greatest share of the research has concentrated on the localized defects employing various modeling methods. McFadden and Smith [13], McFadden and Smith [14], Tandon and Choudhury [15], and Sawalha and Randall [16] insert the artificial fault as a signal feature of the impulsive train in the modeled device.
Inappropriate construction of the REB or incorrect processing, misalignment of the shaft, the odd diameter of REB, irregular oiling, overstressed, fatigue, irregular wear, and other factors may cause defects in REB. REB having two variety of fault present these are dispersed and clustered faults. Fig 2 represents the various investigation approaches of bearing diagnosis using vibration analysis.
A. Distributed Defects
Manufacturing faults, incorrect assembly or installation, and wear are some most frequent events of distributed defects [17]. Surface roughness, waviness, misaligned races, and disproportionate diameter of rolling components are cases of spread defects [18][19]. The vibration frequency increases as the interaction force between bearing components and raceways vary due to scattered defects. As a consequence, the analysis of vibrations induced through transmitted defects is predominantly used during bearing quality inspection [20].
B. Localized Defects
Fatigue-induced defects on rolling surfaces include cracks, holes, and spalls [8]. The fracture of the races or rolling components is a typical failure mechanism that occurs when a fatigue crack begins under the bearing and develops until a some bearing metal particle is removed, resulting in a minor defect [9]. Since the bearing is overwhelmed or exposed to dynamic loads during working, this defect accelerates, and it also increases with rotational speed. The inner race (IR), outer race (OR), and ball or roller are all susceptible to spalling.
III. FREQUENCIES OF BEARING CHARACTERISTICS
As a system with a REB runs at a definite velocity, a fault progresses, and the vibration spectrum of the REB varies. Bearing fault frequencies or bearing feature frequencies are the frequency frequencies of shocks induced by faults in bearings. A bearing characteristic frequency is assigned to each bearing element. Lead to an increase in vibrational energy, peaks will occur at these frequencies. On REB, the onset and development of defects or faults create distinct and consistent vibration characteristics. Tandon and Choudhury [23], [24] proposed a model that projected a frequency range with peaks at these frequencies. A particular defect is caused by faults in REB components such as the IR, OR, Ball, and cage. Frequency is a concept that refers to the number of times
Following assumption used in bearing equation, only rolling, and the ball rolling over the raceway surface. But, this is not valid due to the various factor of rolling elements undergoes a series of sliding and rolling
Defected bearing generates fault frequencies reliant on geometry of REB, N= number of rolling elements and ω=shaft angular speed. Fig 3 and Table1 represents the various frequency and geometry element of REB.
IV. TECHNIQUES FOR VIBRATION ANALYSIS
The bearing vibration is analyzed using a diversity of vibration measurement procedures. Vibration analysis methods are grouped into four groups in this paper: time domain, frequency domain, and time frequency-domain analysis.
A. Time domain techniques
Because of the association of local imperfections with the REB components, the vibration energy of the bearing data varies. The time-domain vibration signal captured from the faulty bearing shows a transition in vibration energy in the arrangement of peaks. Where there are several faults on the races, the ball or roller of bearing hit the fault after a certain amount of time has passed, resulting in peaks (impulses). The time interval among two successive impulses is determined by the angular orientation of the defects on the runs, as well as the amount of single defect ball transfers.
Time domain analysis examines the signal as a function of time. In time domain statistical feature is determined for REB vibration data. In the contrary, this technique has inadequate diagnostic abilities, bearing defect may be classified but it may not make a straightforward statement of where the bearing defect is; e.g. REB damage, unbalance, and misalignment. Time domain is useful for trending analysis. When it comes to time domain analysis following equation that is sensitive to impulsive oscillation, these are
The original signal amplitude is modulated at a certain frequency, the time-domain signal, as well as the Time period, demonstrate this.T= 0.00642 ≈ 1/BPFI , BPFI = 155.76 shown in Fig. 4. It means that the inner race of the REB has a fault.
B. Frequency Domain Analysis.
The most general practice for diagnosing bearing faults is frequency domain technique. In this technique time-domain vibration data converted into discrete frequency components by means of a fast Fourier transform (FFT). J.W.Cooley and J.W.Tuckey [25] first published the FFT practice for calculating the discrete Fourier Transform (DFT). The frequency axis is on the X-axis, and the amplitude of displacement, velocity, or acceleration is on the Y-axis in a frequency spectrum graph. The main benefit of this technique is the capability to discover particular frequency components of interest. The series of peaks appearing and vanishing in the continuum was well described by James Taylor [26]. The identification of the position of a defect in a rolling part bearing necessitates a comprehensive understanding of bearing characteristics frequencies. By comparing the signature defect frequencies to the main frequency constituents present in the continuum, the power spectrum may be used to locate rolling part defects. The inverse Fourier transform of the logarithmic power spectrum is known as the power cepstrum, which is an effective bearing fault detection technique. Merwe and Hoffman [27] suggested an updated cepstrum analysis.
Another common technique for spotting the incipient failure of REB is enveloping amplitude demodulation. High-frequency resonance approach [27][29], amplitude demodulation [19], demodulated resonance study, and narrowband envelope investigation [30][31] are some of the other names for this process. Envelope analysis, also known as amplitude demodulation, is a technique for removing periodic impacts from modulated random noise created by a defected REB. This method is also probable once the signal from the REB is reasonably truncated in energy and "submerged" with the additional vibrations formed by the device. Consider a fault on REB that creates a very short impulse or impact as the rolling part or another surface in the bearing rolls over it. Since the energy of this effect is transmitted at a low frequency over a large frequency range, identifying a bearing defect in the vicinity of vibration from multiple device components using the normal spectrum is difficult. The effect excites the REB's natural frequency, resulting in a much higher frequency of vibration energy than vibrations emitted by other device components. Periodic impacts appear as a peak (with several harmonics) in the envelope spectrum following the damaged bearing element at the fault frequency. Enveloping clearly described REB fault characteristic method. Several researchers have assessed the efficacy of this approach. In envelope analysis, the Hilbert transform is a useful method. It's also been used to track and diagnose system faults [32] [33]. Ho and Randall [33] showed that using a self-adaptive Noise Cancellation technique in combination through an envelope detection system yields better results.
C. Time-Frequency Domain
The ability to accommodate mutually stationary and non-stationary signals is the greatest advantage of time-domain techniques over frequency-domain techniques. Time–frequency analysis, which typically confers their time-variant characteristics, may be used to see the signal frequency components. Some of the time-frequency investigation used are the Short-Time Fourier Transform (STFT), Wigner-Ville Distribution (WVD), and Wavelet Transform (WT). The STFT approach is used to diagnose bearing defects in rolling elements [36].The basic principle behind the STFT is to divide the original signal into small fragments with a limited time window, then use the Fourier transform to evaluate the frequencies present in each fragment. The wavelet transform (WT) has the advantage of being able to reach higher frequency resolutions with sharper time resolutions than the STFT. Wang et al. [37] developed an advanced Kurtogram system for diagnosing rolling part bearing faults. In this Kurtogram process, the kurtosis of transient signals purified by the STFT is used. A Wigner-Ville distribution is a typical time-frequency analysis. And it is not influenced by time localization or frequency resolution interference because it does not use a window feature.
The most commonly used tool for diagnosing bearing faults is the wavelet transform (WT) [38] [39]. Rubini and Meneghetti [40] adopted the average wavelet frequencies on a preferred band that is not affected by system resonance. Dalpiaz and Rivola [41] compared the wavelet transform operation's simplicity and efficiency to further vibration investigative approaches.Mori et al. [42] projected the spalling on the REB by put on discrete wavelet transform (DWT) to signals. Prabhakar et al. [43] found that the DWT is an appropriate technique for distinguishing individual and various defects in REB.Wang and Gao [44] suggested using the wavelet transform after the Fourier transforms to boost feature extraction. Sun and Tang [45] used a continuous wavelet transform singularity investigation to detect REB flaws.Jing and Qu [46] created a Morlet wavelet-based denoising method for feature extraction, which they used to classify REB's IR fault. For vibration monitoring, several researchers [47][48] investigated an pioneering transform identified as the wavelet packet transform. Yunlong and Zhenxiang [41] suggested a system for diagnosing rolling bearing faults that merged kurtosis and wavelet analysis. This system will identify bearing faults that have been observed by experiments easily and effectively.
A summary of recent findings and advances in vibration analysis methods for diagnosing rolling part bearing faults is presented in this article. This research discovered that time-domain techniques can only show the occurrence of faults in the bearing, but not their location. Frequency domain techniques can pinpoint the direction of a bearing\'s fault(s). Vibration peaks appear in the spectrum at characteristic frequencies, allowing one to determine which bearing part is defective.
[1] P. F. Albrecht, J. C. Appiarius, R. M. McCoy, J.C. Owen and D.K. Sharma, ‘Assessment of the reliability of motors in utility applications – updated’ IEEE Transactions on Energy Conversion, Vol. 1, No. 1, pp. 39- 46, 1986. [2] Amarnath, M., Shrinidhi, R., Ramachandra, A. and Kandagal, S.B. ‘Prediction of defects in antifriction bearingsusing vibration signal analysis’, Institute of Engineers (India), Journal-MC, 85, (2004) 88–92. [3] I. Howard, A Review of Rolling Element Bearing Vibration ‘Detection, Diagnosis and Prognosis’, Melbourne, Australia, 1994. [4] N. Tandon, A. Choudhury, A review of vibration and acoustic measurement methods for the detection of defects in rolling element bearings, Tribol. Int. 32 (1999) 469–480. [5] A.K.S. Jardine, D. Lin, D. Banjevic, A review on machinery diagnostics and prognostics implementing condition-based maintenance, Mech. Syst. Signal Process. 20 (7) (Oct. 2006) 1483–1510. [6] E. Jantunen, How to diagnose the wear of rolling element bearings based on indirect condition monitoring methods, Int. J. COMADEM 9 (3) (2006) 24–38. [7] J. Halme, P. Andersson, Rolling contact fatigue and wear fundamentals for rolling bearing diagnostics-state of the art, J. Eng. Tribol. 224 (2009) 377–393. [8] R.B. Randall, J. Antoni, Rolling element bearing diagnostics—a tutorial Feb., Mech. Syst. Signal Process. 25 (2) (2011) 485–520. [9] N. Tandon and B.C. Nakra, ‘Vibration and acoustic monitoring techniques for the detection of defects in rolling element bearings - a review’ The Shock and Vibration Digest, Vol. 24, No. 3, pp. 3-11, 1992. [10] N. Tandon and A. Choudhury, ‘A Review of Vibration and Acoustic Measurement Methods for the Detection of Defects in Rolling Element Bearings’ Tribology International, Vol. 32, pp.469–480, 1999 [11] A. Palmgren, Ball and Roller Bearing Engineering, S.H. Burbank and Co. Inc., Philadelphia, PA, 1947. [12] F.J. Harris, Rolling Bearing Analysis I, First, John Wiley & Sons, Inc., New York, 1966. [13] P.D. McFadden, J.D. Smith, Model for the vibration produced by a single point defect in a rolling element bearing, J. Sound Vib. 96 (1) (1984) 69–82. [14] P.D. McFadden, J.D. Smith, The vibration produced by multiple point defects in a rolling element bearing, J. Sound Vib. 98 (2) (1985) 263–273. [15] N. Tandon, A. Choudhury, An analytical model for the prediction of the vibration response of rolling element bearings due to a localized defect, J. Sound Vib. 205 (3) (1997) 275–292. [16] N.Sawalhi, R.B. Randall, Simulating gear and bearing interactions in the presence of faults: Part I. The combined gear bearing dynamic model and the simulation of localized bearing faults Nov., Mech. Syst. Signal Process. 22 (8) (2008) 1924–1951. [17] C.S. Sunnersjo, ‘Rolling bearing vibrations - geometrical imperfections and wear’ Journal of Sound and Vibration’ Vol. 98, No. 4, pp. 455-74, 1985. [18] N. Tandon and A. Choudhury, ‘A theoretical model to predict vibration response of rolling bearings to distributed defects under radial load’ Journal of Vibrations and Acoustics, Vol. 120, pp. 214-20, 1998. [19] T.E. Tallian and O.G. Gustafsson, ‘Progress in rolling bearing vibration research and control’ ASLE Trans., Vol. 8, No. 3, pp. 195-207, 1965. [20] S. Braun and B. Danter, ‘Analysis of Roller/Ball Bearing Vibration’ ASME-Journal of Mechanical Design, Vol. 101, pp 118-125, 1979. [21] Y. Li and C. Zhang, ‘Dynamic Prognostic Prediction of Defect Propagation on Rolling Element Bearing’ Journal of Vibration and Acoustics, Trans of ASME, vol. 85, no. 1, pp: 214-220.July2004. [22] N. Tandon and A. Choudhury, ‘A Review of Vibration and Acoustic Measurement Methods for the Detection of Defects in Rolling Element Bearings’ Tribology International, Vol. 32, pp.469–480, 1999 [23] N. Tandon and A. Choudhury, ‘A theoretical model to predict vibration response of rolling bearings to distributed defects under radial load’ Journal of Vibrations and Acoustics, Vol. 120, pp. 214-20, 1998. [24] N. Tandon and A. Choudhury, ‘An analytical model for the prediction of the vibration response of rolling element bearings due to a localized defect’ Journal of Sound and Vibration, Vol. 205, No. 3, pp. 275-92, 1997. [25] Steve Goldman, ‘Vibration Spectrum Analysis’ 2nd edition, Industrial Press Inc., New York, 1999. [26] James I. Tylor, “The vibration analysis handbook” 1st edition, Vibration Consultants, Tampa, Florida, 1994. [27] N.T.V. Merwe and A.J. Hoffman ‘A modified cepstrum analysis applied to vibrational signals’ in: Proceedings of 14th International Conference on Digital Signal Processing (DSP2002), vol. 2, pp. 873–76, Santorini, Greece, 2002. [28] P.D. McFadden and J.D. Smith ‘Vibration monitoring of rolling element bearings by high frequency resonance technique—a review’ Tribology International, Vol. 17, pp. 3–10, 1984. [29] G. White, ‘Amplitude demodulation - a new tool for predictive maintenance’ Journal of Sound and vibration, pp 14-19, Sep. 1991. [30] S.W. McMahon, ‘Condition monitoring of bearing using ESP’ Condition Monitoring and Diagnostic Technology, Vol. 2, No. 1, pp 21-25, July 1991. [31] Y.A. Azovtsev, A.V. Barkov and I.A. Yudin, ‘Automatic diagnostics and condition prediction of rolling element bearing using enveloping methods’ Vibration Institute 18th Annual Meeting, June 20-23,1994. [32] M.A. Minnicino and H.J. Sommer, ‘Detecting and quantifying friction nonlinearity using the Hilbert transform’ in: Health Monitoring and Smart Nondestructive Evaluation of Structural and Biological System III, vol. 5394, Bellingham, 2004, pp. 419–427. [33] D. Ho and R.B. Randall, ‘Optimization of bearing diagnostic techniques using simulated and actual bearing fault signals’ Mechanical Systems and Signal Processing, Vol. 14, No. 5, pp. 763-88, 2000. [34] G. Mouroutsos Spyridon and ChatzisavvasIoannis, ‘Study and construction of an apparatus that automatically monitors vibration and wears in radial ball bearings which are loaded in radial direction’ 2009 International Conference on Signal Processing Systems, IEEE Computer Society, pp. 292-96,2009. [35] S. Zhao, L. Liang, G. Xu, and J. Wang, “Quantitative diagnosis of a spall-like fault of a rolling element bearing by empirical mode decomposition and the approximate entropy method,” Mech. Syst. Signal Process., pp. 1–24, 2013. [36] T. Kaewkongka, Y. Au, R. Rakowski and B. Jones, “A comparative study of short time Fourier transform and continuous wavelet transform for bearing condition monitoring” International Journal of COMADEM-6, pp. 41-48, 2003. [37] Dong Wang, Peter W. Tse and Kwok Leung Tsui, ‘An enhanced Kurtogram method for fault diagnosis of rolling element bearings’ Mechanical Systems and Signal Processing Vol. 35, pp. 176–99, 2013. [38] G.Y. Luo, D. Osypiw and M. Irle‘On-line vibration analysis with fast continuous wavelet algorithm for condition monitoring of bearing’ Journal of Vibration and Control, Vol. 9, pp. 931–47, 2003. [39] R. Rubini and U. Meneghetti, ‘Application of the envelope and wavelet transform analyses for the diagnosis of incipient faults in ball bearings’ Mechanical Systems and Signal Processing, Vol. 15, No. 2, pp. 287-302, 2001. [40] G. Dalpiaz and A. Rivola, ‘Condition monitoring and diagnostics in automatic machines: Comparison of vibration analysis techniques’ Mechanical Systems and Signal Processing, Vol. 11, pp. 53–73, 1997. [41] K. Mori, N. Kasashima, T. Yoshioka and Y. Ueno, ‘Prediction of spalling on a ball bearing by applying discrete wavelet transform to vibration signals’ Wear, Vol. 195, pp.162–68, 1996. [42] S. Prabhakar, A.R. Mohanty and A.S. Sekhar, ‘Application of discrete wavelet transform for detection of ball bearing race fault’ Tribology International, Vol. 35, pp. 793-800, 2002. [43] C. Wang and R.X. Gao, ‘Wavelet transform with spectral post-processing for enhanced feature extraction’ IEEE Transactions on Instrumentation and Measurement, Vol. 52 pp. 1296–1301, 2003. [44] Q. Sun and Y. Tang, ‘Singularity analysis using continuous wavelet transform for bearing fault diagnosis’ Mechanical Systems and Signal Processing, Vol. 16, No. 6, pp. 1025-1041, 2002. [45] Lin Jing and Liangsheng Qu, ‘Feature extraction based on Morlet wavelet and its application for mechanical fault diagnosis’ Journal of Sound and Vibration, Vol. 234, No. 1, pp. 135–48, 2000. [46] G.G. Yen and K.C. Lin, ‘Wavelet Packet Feature Extraction for Vibration Monitoring’ IEEE Transactions on Industrial Electronics, Vol. 47, No. 3, pp. 650–667, 2000. [47] H.A. Toliyat, K. Abbaszadeh, M.M. Rahimian and L.E. Olson, ‘Rail defect diagnosis using wavelet packet decomposition’ IEEE Transactions on Industry Applications Vol. 39, pp. 1454–1461, 2003. [48] Yuan Yunlong and Zhang Zhenxiang, ‘Fault Diagnosis of Rolling Rearing Based on the Wavelet Analysis’ 2nd International Asia Conference on Informatics in Control, Automation and Robotics, IEEE, pp. 257-260,2010.
Copyright © 2022 Vivek Kumar, Ganesh Pal Singh Jadon, Prem Prakash Pandit. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.
Paper Id : IJRASET40906
Publish Date : 2022-03-21
ISSN : 2321-9653
Publisher Name : IJRASET
DOI Link : Click Here