International Journal of Advanced Technology and Engineering Exploration (IJATEE) ISSN (P): 2394-5443 ISSN (O): 2394-7454 Vol - 9, Issue - 90, May 2022
  1. 1
    Google Scholar
Analysis of vibration signals caused by ball bearing defects using time-domain statistical indicators

Prashant H. Jain and Santosh P. Bhosle

Abstract

Ball bearings are widely used for providing support to the rotating parts in machinery and vehicles. Any damage to a bearing element during operation leads to vibration and catastrophic failure. Therefore, it is essential to monitor the condition of bearing elements during operations to detect early the occurrence and propagation of defects in bearing elements. Thus, we are motivated to identify the best condition indicator for detecting bearing defects and tracking their progression. The objective of this paper is to study and analyze the effects of different types of bearing defects and their sizes on bearing vibration responses, using different time-domain statistical indicators, and to determine the best indicator for detecting bearing defects and the evolution of defect sizes. In this paper, vibration signals obtained from normal and defective bearings are analyzed by using six traditional time-domain statistical indicators (TDSIs); peak, root mean square, crest factor, kurtosis, impulse factor and shape factor. Also, six new indicators developed by other researchers, namely TALAF, THIKAT, “kurtosis, crest factor and root mean square (KUCR)”, engineering condition indicator (ECI), SIANA, and INTHAR, are used to analyze the vibration signals. In addition, the effects of shaft speed on vibration responses are analyzed for a normal bearing using all these indicators. Vibration signals of bearings are obtained from the bearing datasets which are made available by the bearing data center of Case Western Reserve University (CWRU). A MATLAB code is developed to obtain TDSIs and new indicators from the data sets. In the results, it is found that KUCR is the most sensitive indicator to the detection of incipient defects and evolution of defect size; however, shape factor and TALAF are less sensitive to defect size detection.

Keyword

Vibration signal analysis, Time-domain statistical indicators, Condition indicators, Bearing defects, CWRU bearing data.

Cite this article

Jain PH, Bhosle SP

Refference

[1][1]Howard I. A review of rolling element bearing vibration detection, diagnosis and prognosis. Canberra, Australia: Defence Science and Technology Organization; 1994.

[2][2]Sassi S, Badri B, Thomas M. Tracking surface degradation of ball bearings by means of new time domain scalar indicators. International Journal of COMADEM. 2008; 11(3):36-45.

[3][3]Shukla S, Yadav RN, Sharma J, Khare S. Analysis of statistical features for fault detection in ball bearing. In international conference on computational intelligence and computing research 2015 (pp. 1-7). IEEE.

[4][4]Nguyen TP, Khlaief A, Medjaher K, Picot A, Maussion P, Tobon D, et al. Analysis and comparison of multiple features for fault detection and prognostic in ball bearings. In fourth European conference of the prognostics and health management society 2018 (pp. 1-9).

[5][5]Pradhan MK, Gupta P. Fault detection using vibration signal analysis of rolling element bearing in time domain using an innovative time scalar indicator. International Journal of Manufacturing Research. 2017; 12(3):305-17.

[6][6]Hu A, Xiang L, Zhu L. An engineering condition indicator for condition monitoring of wind turbine bearings. Wind Energy. 2020; 23(2):207-19.

[7][7]Salem A, Aly A, Sassi S, Renno J. Time-domain based quantification of surface degradation for better monitoring of the health condition of ball bearings. Vibration. 2018; 1(1):172-91.

[8][8]Paliwal D, Choudhury A, Tingarikar G. Wavelet and scalar indicator based fault assessment approach for rolling element bearings. Procedia Materials Science. 2014; 5:2347-55.

[9][9]Niu X, Zhu L, Ding H. New statistical moments for the detection of defects in rolling element bearings. The International Journal of Advanced Manufacturing Technology. 2005; 26(11):1268-74.

[10][10]Tao B, Zhu L, Ding H, Xiong Y. Rényi entropy-based generalized statistical moments for early fatigue defect detection of rolling-element bearing. Proceedings of the Institution of Mechanical Engineers, Part C: Journal of Mechanical Engineering Science. 2007; 221(1):67-79.

[11][11]Jain PH, Bhosle SP. Study of effects of radial load on vibration of bearing using time-domain statistical parameters. In IOP conference series: materials science and engineering 2021 (pp. 1-13). IOP Publishing.

[12][12]Wu Z. Rolling bearing fault evolution based on vibration time-domain parameters. Key Engineering Materials. 2016; 693:1412-8. Trans Tech Publications Ltd.

[13][13]Jain PH, Bhosle SP. A review on vibration signal analysis techniques used for detection of rolling element bearing defects. SSRG International Journal of Mechanical Engineering. 2021; 8(1):14-29.

[14][14]Dyer D, Stewart RM. Detection of rolling element bearing damage by statistical vibration analysis. American Society of Mechanical Engineers: Digital Collection.1978; 100(2):229-35.

[15][15]Tandon N. A comparison of some vibration parameters for the condition monitoring of rolling element bearings. Measurement. 1994; 12(3):285-9.

[16][16]Patil M, Mathew J, Rajendrakumar P. Application of statistical moments and spectral analysis in condition monitoring of rolling element bearings. International Journal of COMADEM. 2009; 12:31-6.

[17][17]Utpat A, Ingle RB, Nandgaonkar MR. Response of various vibration parameters to the condition monitoring of ball bearing used in centrifugal pumps. Noise & Vibration Worldwide. 2011; 42(6):34-40.

[18][18]Chebil J, Hrairi M, Abushikhah N. Signal analysis of vibration measurements for condition monitoring of bearings. Australian Journal of Basic and Applied Sciences. 2011; 5(1):70-8.

[19][19]Wang YJ, Jiang YC, Kang SQ. The applications of time domain and frequency domain statistical factors on rolling bearing performance degradation assessment. Computer Modeling and New Technologies. 2014; 18(8):192-8.

[20][20]Sharma A, Amarnath M, Kankar PK. Feature extraction and fault severity classification in ball bearings. Journal of Vibration and Control. 2016; 22(1):176-92.

[21][21]Singh P, Harsha SP. Statistical and frequency analysis of vibrations signals of roller bearings using empirical mode decomposition. Proceedings of the Institution of Mechanical Engineers, Part K: Journal of Multi-body Dynamics. 2019; 233(4):856-70.

[22][22]Yadav OP, Pahuja GL. Bearing health assessment using time domain analysis of vibration signal. International Journal of Image, Graphics and Signal Processing. 2020; 10(3):27-40.

[23][23]Heng RB, Nor MJ. Statistical analysis of sound and vibration signals for monitoring rolling element bearing condition. Applied Acoustics. 1998; 53(1-3):211-26.

[24][24]De ARG, Da SVSA, Padovese LR. New technique for evaluation of global vibration levels in rolling bearings. Shock and Vibration. 2002; 9(4-5):225-34.

[25][25]Kim EY, Tan AC, Yang BS, Kosse V. Experimental study on condition monitoring of low speed bearings: time domain analysis. Australasian congress on applied mechanics 2007 (pp. 108-13). ACAM.

[26][26]Sreejith B, Verma AK, Srividya A. Fault diagnosis of rolling element bearing using time-domain features and neural networks. In region 10 and the third international conference on industrial and information systems 2008 (pp. 1-6). IEEE.

[27][27]Karacay T, Akturk N. Experimental diagnostics of ball bearings using statistical and spectral methods. Tribology International. 2009; 42(6):836-43.

[28][28]Baiche K, Abderrazak L. A statistical parameters and artificial neural networks application for rolling element bearing fault diagnosis using wavelet transform preprocessing. In 5th international conference on electrical engineering-boumerdes 2017 (pp. 1-6). IEEE.

[29][29]Nayana BR, Geethanjali P. Analysis of statistical time-domain features effectiveness in identification of bearing faults from vibration signal. IEEE Sensors Journal. 2017; 17(17):5618-25.

[30][30]Jahagirdar A, Mohanty S, Gupta KK. Study of noise effect on bearing vibration signal based on statistical parameters. Vibroengineering Procedia. 2018; 21:26-31.

[31][31]Liu J, Xu Z, Zhou L, Yu W, Shao Y. A statistical feature investigation of the spalling propagation assessment for a ball bearing. Mechanism and Machine Theory. 2019; 131:336-50.

[32][32]Aasi A, Tabatabaei R, Aasi E, Jafari SM. Experimental investigation on time-domain features in the diagnosis of rolling element bearings by acoustic emission. Journal of Vibration and Control. 2021.

[33][33]Yadav OP, Pahuja GL. An automatic approach to diagnose bearing defects using time-domain analysis of vibration signal. In international conference on advances in electrical and computer technologies 2021 (pp. 1305-19). Springer, Singapore.

[34][34]Altaf M, Akram T, Khan MA, Iqbal M, Ch MM, Hsu CH. A new statistical features based approach for bearing fault diagnosis using vibration signals. Sensors. 2022; 22(5):1-15.

[35][35]Buchaiah S, Shakya P. Bearing fault diagnosis and prognosis using data fusion based feature extraction and feature selection. Measurement. 2022.

[36][36]Bastami AR, Vahid S. A comprehensive evaluation of the effect of defect size in rolling element bearings on the statistical features of the vibration signal. Mechanical Systems and Signal Processing. 2021.

[37][37]https://engineering.case.edu/bearingdatacenter/download-data-file. Accessed 29 December 2021.

[38][38]Neupane D, Seok J. Bearing fault detection and diagnosis using case western reserve university dataset with deep learning approaches: a review. IEEE Access. 2020; 8:93155-78.

[39][39]Smith WA, Randall RB. Rolling element bearing diagnostics using the Case Western Reserve University data: a benchmark study. Mechanical Systems and Signal Processing. 2015; 64:100-31.

[40][40]Martin HR, Honarvar F. Application of statistical moments to bearing failure detection. Applied Acoustics. 1995; 44(1):67-77.