Downloads provided by UsageCounts
{"references": ["O. F. Chaari, T. Fakhfakh, M. Haddar. Analytical modelling of spur gear\ntooth crack and influence on gearmesh stiffness, European journal of\nmechanics A/Solids. 28 (2009) 461-468.", "Z. Chen, Y. Shao. Dynamic simulation of spur gear with tooth root crack\npropagating along tooth width and crack depth, Eng.Failure Anal. 18\n(2011) 2149-2164.", "F. Chaari, W. Baccar, M. Abbes, M. Haddar. Effect of spalling or tooth\nbreakage on gearmesh stiffness and dynamic response of a one-stage\nspur gear transmission, European journal of mechanics A/Solids. 27\n(2008) 691-705.", "C. Weber. The deformation of loaded gears and the effect on their load\ncarrying capacity, Sponsored research (Germany). British Dept.of Sci.\nand Ind. Res. (1949).", "Y. Attia. Deflection of spur gear teeth cut in thin rims, ASME paper 63-\nWA-14. (1963).", "R. Kasuba, J.W. Evans. Extended model for determining dynamic loads\nin spur gearing. Journal of mechanical design. 103 (1981) 398-409.", "R. W. Cornell. Compliance and stress sensitivity of spur gear teeth.\nJournal of mechanical design. 103 (1981) 447-459.", "D. C. H. Yang, J.Y. Lin. Hertzian damping, tooth friction and bending\nelasticity in gear impact dynamics. Journal of mechanisms,\ntransmissions, and automation in design. 109 (1987) 189-196.", "S. Sirichai. Torsional properties of spur gears in mesh using nonlinear\nfinite element analysis, PhD thesis, Curtain University of Technology.\n(1999).\n[10] L. Jianfeng, X. Mingtian, W. Shouyou. Finite element analysis of\ninstantaneous mesh stiffness of cylindrical gears (with and without\nflexible gear body), Communications in numerical methods in\nengineering. 15 (1999) 579-587.\n[11] J. Wang. Numerical and experimental analysis of spur gears in mesh,\nPhD thesis, Curtain University of Technology. (2003).\n[12] D. Lewicki. Gear crack propagation path studies-guidelines for ultrasafe\ndesign, Journal of the American Helicopter Society. 47 (2002) 64-\n72.\n[13] D. Lewicki, B. Ballarini. Effect of rim thickness on gear crack\npropagation path, Journal of mechanical design. 119 (1997) 88-95.\n[14] D. Lewicki, R. Ballarini. Gear crack propagation investigations,\nTribotest. 5 (1998) 157-172.\n[15] F. K. Choy, V. Polyshchuk, J. J. Zakrajsek, R. F. Handschuh. Analysis\nof the effects of surface pitting and wear on the vibration of a gear\ntransmission system, Tribol.Int. 29 (1996) 77-83.\n[16] C. D. Begg, C. S. Byington, K. P. Maynard. Dynamic simulation of\nmechanical fault transitions, Proceedings of the 54th Meeting of the\nSociety for Machinery Failure Prevention Technology, Virginia Beach,\nUSA. (2000).\n[17] I. Yesilyurt, F. Gu, A. Ball. Gear tooth stiffness reduction measurement\nusing modal analysis and its use in wear fault severity assessment of\nspur gears, NDT E international. 36 (2003) 357-372.\n[18] X. Tian. Dynamic simulation for system response of gearbox including\nlocalized gear faults, MSc. thesis, University of Alberta, Edmonton,\nAlberta, Canada, 2004. (2004).\n[19] S. Wu, M. Zuo, A. Parey. Simulation of spur gear dynamics and\nestimation of fault growth, J.Sound Vibrat. 317 (2008) 608-624.\n[20] S. Zouari, M. Maatar, T. Fakhfakh, H. Haddar. Three-dimensional\nanalyses by finite element method of a spur gear: Effect of cracks in the\nteeth foot on the mesh stiffness, Journal of failure analysis and\nprevention. 7 (2007) 475-481.\n[21] P. Sainsot, P. Valex, O. Duverger. Contribution of gear body to tooth\ndeflections - A new bidimensional analytical formula, Journal of\nmechanical design. 126 (2004) 748-752.\n[22] D. C. H. Yang, Z. S. Sun. Rotary model for spur gear dynamics. Paper -\nAmerican Society of Mechanical Engineers. (1985).\n[23] S. Glodez, S. Pehan, J. Flasker. Experimental results of the fatigue crack\ngrowth in a gear tooth root, Int.J.Fatigue. 20 (1998) 669-675.\n[24] P. Orlov, Fundamentals of machine design, Mir Publishers, Moscow,\nRussia, 1979.\n[25] S. C. Mohanty. Tooth load sharing and contact stress analysis of high\ncontact ratio spur gears in mesh, Journal of the Institution of Engineers.\nIndia. Mechanical Engineering Division. 84 (2004) 66-70.\n[26] G. Maitra, Handbook of gear design, Second edition ed., Tata McGraw\nHill, New Delhi, India, 1994 (Seventeenth reprint, 2010)."]}
In this paper an analytical crack propagation scenario is proposed which assumes that a crack propagates in the tooth root in both the crack depth direction and the tooth width direction, and which is more reasonable and realistic for non-uniform load distribution cases than the other presented scenarios. An analytical approach is used for quantifying the loss of time-varying gear mesh stiffness with the presence of crack propagation in the gear tooth root. The proposed crack propagation scenario can be applied for crack propagation modelling and monitoring simulation, but further research is required for comparison and evaluation of all the presented crack propagation scenarios from the condition monitoring point of view.
Gear tooth crack, Crack propagation, Time varying gear mesh stiffness.
Gear tooth crack, Crack propagation, Time varying gear mesh stiffness.
| selected citations These citations are derived from selected sources. This is an alternative to the "Influence" indicator, which also reflects the overall/total impact of an article in the research community at large, based on the underlying citation network (diachronically). | 0 | |
| popularity This indicator reflects the "current" impact/attention (the "hype") of an article in the research community at large, based on the underlying citation network. | Average | |
| influence This indicator reflects the overall/total impact of an article in the research community at large, based on the underlying citation network (diachronically). | Average | |
| impulse This indicator reflects the initial momentum of an article directly after its publication, based on the underlying citation network. | Average |
| views | 5 | |
| downloads | 5 |

Views provided by UsageCounts
Downloads provided by UsageCounts