On the prediction of high-cycle fretting fatigue strength: Theory of critical distances vs. hot-spot approach

Engineering Fracture Mechanics

Volumn 75, Issue 7, 2008, Pages 1763-1778

  Araujo J A ^a   Susmel, L ^b,c   Taylor, D ^c   Ferro, J C T ^a   Ferreira, J L A ^a  

^a UNIVERSITY OF BRASILIA   (Brazil)

^b UNIVERSITY OF FERRARA   (Italy)

^c TRINITY COLLEGE DUBLIN   (Ireland)

Author keywords

Fretting fatigue; Multiaxial fatigue; Size effect; Theory of critical distances

Indexed keywords

ELASTOPLASTICITY; FINITE ELEMENT METHOD; FRETTING CORROSION;

FRETTING FATIGUE; HOT-SPOT APPROACH; SIZE EFFECT; THEORY OF CRITICAL DISTANCES;

CORROSION FATIGUE;

CORROSION FATIGUE; ELASTOPLASTICITY; FINITE ELEMENT METHOD; FRETTING CORROSION;

EID: 38549096646     PISSN: 00137944     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.engfracmech.2007.03.026     Document Type: Article

References (37)

1. Araújo J.A., Nowell D., and Vivacqua R.C. The use of multiaxial fatigue models to predict fretting fatigue life of components subjected to different contact stress fields. Fatigue Fract Engng Mater Struct 27 (2004) 967-978
2. Vallelano C., Dominguez J., and Navarro A. Predicting the fretting fatigue limit for spherical contact. Engng Failure Anal 11 (2004) 727-736
3. Ciavarella M. A 'crack-like' notch analogue for a safe-life fretting fatigue design methodology. Fatigue Fract Mater Struct 26 (2003) 1159-1170
4. Vallelano C., Dominguez J., and Navarro A. On the estimation of fatigue failure under fretting conditions using notch methodologies. Fatigue Fract Mater Struct 26 (2003) 469-478
5. Naboulsi S., and Mall S. Fretting fatigue crack initiation behaviour using process volume approach and finite element analysis. Tribol Int 36 (2003) 121-131
6. Fouvry S., Elleuch K., and Simeor G. Prediction of crack nucleation under partial slip fretting conditions. J Strain Anal 37 6 (2002) 549-564
7. Giannakopoulos A.E., Suresh S., Lindley T.C., and Chenut C. Similarities of stress concentrations in contact at round punches and fatigue at notches: implications to fretting fatigue crack initiation. Fatigue Frac Mater Engng Struct 23 (2000) 561-571
8. Araújo J.A., Vivacqua R.C., Bernardo A.T.S., and Mamiya E.N. A crack initiation threshold methodology in fretting fatigue. J Strain Anal 41 5 (2006) 363-368
9. Lindley T.C. Fretting fatigue in engineering alloys. Int J Fatigue 19 (1997) 39-49
10. Araújo J.A., and Nowell D. Analysis of pad size effects in fretting fatigue using short crack arrest methodologies. Int J Fatigue 21 9 (1999) 947-956
11. Araújo J.A., Susmel L., Taylor D., Ferro J.C.T., and Mamiya E.N. On the use of the theory of critical distances and the modified Wöhler curve method to estimate fretting fatigue strength of cylindrical contacts. Int J Fatigue 29 (2007) 95-107
12. Susmel L., and Lazzarin P. A bi-parametric Wöhler curve for high cycle multiaxial fatigue assessment. Fatigue Fract Engng Mater Struct 25 (2002) 63-78
13. Lazzarin P., and Susmel L. A stress-based method to predict lifetime under multiaxial fatigue loadings. Fatigue Fract Engng Mater Struct 26 (2003) 1171-1187
14. Susmel L., Tovo R., and Lazzarin P. The mean stress effect on the high-cycle fatigue strength from a multiaxial fatigue point of view. Int J Fatigue 27 (2005) 928-943
15. Taylor D. Geometrical effects in fatigue: a unifying theoretical model. Int J Fatigue 21 (1999) 413-420
16. Susmel L., and Taylor D. Two methods for predicting the multiaxial fatigue limits of sharp notches. Fatigue Fract Engng Mater Struct 26 (2003) 821-833
17. Susmel L. A unifying approach to estimate the high-cycle fatigue strength of notched components subjected to both uniaxial and multiaxial cyclic loadings. Fatigue Fract Engng Mater Struct 27 (2004) 391-411
18. Susmel L., and Taylor D. Can the conventional high-cycle multiaxial fatigue Criteria be re-interpreted in terms of the theory of critical distances?. Struct Durab Health Monitor - SDHM 2 2 (2006) 91-108
19. Dang Van K. Sur la resistance à la fatigue des mètaux. Sciences Techniques de l'Armement 47, 3éme fascicule, Mémorial de l'Artillerie Francaise. Paris: Imprimerie Nationale; 1973.
20. Dang Van K., Cailletaud G., Flavenot J.F., Le Douaron A., and Lieurade H.P. Criterion for high-cycle fatigue failure under multiaxial loading. In: Brown M.W., and Miller K.J. (Eds). Biaxial and multiaxial fatigue (1989), Mechanical Engineering Publications, London 459-478
21. Dang Van K., Griveau B., and Mesagge O. On a new multiaxial fatigue limit criterion: theory and applications. In: Brown M.W., and Miller K.J. (Eds). Biaxial and multiaxial fatigue (1989), Mechanical Engineering Publications, London 79-496
22. Susmel L., and Taylor D. Fatigue design in the presence of stress concentrations. Int J Strain Anal Engng Compon 38 5 (2003) 443-452
23. El Haddad M.H., Dowling N.F., Topper T.H., and Smith K.N. J-Integral applications for short fatigue cracks at notches. Int J Fract 16 (1980) 15-24
24. Taylor D., and Wang G. The validation of some methods of notch fatigue analysis. Fatigue Fract Engng Mater Struct 23 (2000) 387-394
25. Miller K.J. The two thresholds of fatigue behaviour. Fatigue Fract Engng Mater Struct 16 (1993) 931-939
26. Socie D., and Bannantine J. Bulk deformation fatigue damage models. Mater Sci Engng A103 (1988) 3-13
27. Miller K.J. The fatigue limit and its elimination. Fatigue Fract Engng Mater Struct 22 (1999) 545-557
28. Vallelano C., Dominguez J., and Navarro A. Predicting the fretting fatigue limit for spherical contact. Engng Fail Anal 11 (2004) 727-736
29. Fouvry S., Elleuch K., and Simeon G. Prediction of crack nucleation under partial slip fretting predictions. J Strain Anal 37 (2002) 549-564
30. Bernasconi A. Efficient algorithms for calculation of shear stress amplitude and amplitude of the second invariant of the stress deviator in fatigue criteria applications. Int J Fatigue 24 (2002) 649-657
31. Araújo J.A., and Nowell D. The effect of rapidly varying contact stress fields on fretting fatigue. Int J Fatigue 24 (2002) 763-775
32. Szolwinski M.P., and Farris T.N. Mechanics of fretting fatigue crack formation. Wear 198 (1996) 93-107
33. Nowell D. An analysis of fretting fatigue. D.Phil Thesis. Oxford University; 1988.
34. Hertz H. Uber die Beruhrung fester elastischer Korper. J Reine Angew Math 92 (1882) 156-171
35. Mindlin R.D. Compliance of elastic bodies in contact. J Appl Mech 16 (1949) 259-268
36. Muskhelishvili N.I. Some basic problems of mathematical theory of elasticity (1953), Noordhoff, Gröningen
37. Susmel L., Atzori B., and Meneghetti G. Material fatigue properties for assessing mechanical components weakened by notches and defects. Fatigue Fract Engng Mater Struct 28 (2005) 1-15