Prediction of fretting crack propagation based on a short crack methodology

Engineering Fracture Mechanics

Volumn 75, Issue 6, 2008, Pages 1605-1622

  Fouvry, S ^a   Nowell, D ^b   Kubiak, K ^a   Hills, D A ^b  

^a LABORATOIRE DE TRIBOLOGIE ET DYNAMIQUE DES SYSTÈMES   (France)

^b UNIVERSITY OF OXFORD   (United Kingdom)

Author keywords

AISI 1034 steel; Crack arrest; Fretting cracking; Kitagawa Takahashi diagram; Short cracks

Indexed keywords

ELASTICITY; FRETTING CORROSION; MATHEMATICAL MODELS; PLASTIC DEFORMATION; STRESSES; WEAR OF MATERIALS;

FRETTING CRACK PROPAGATION; KITAGAWA-TAKAHASHI METHOD; SHORT CRACKS;

FATIGUE CRACK PROPAGATION;

ELASTICITY; FATIGUE CRACK PROPAGATION; FRETTING CORROSION; MATHEMATICAL MODELS; PLASTIC DEFORMATION; STRESSES; WEAR OF MATERIALS;

EID: 38048998591     PISSN: 00137944     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.engfracmech.2007.06.011     Document Type: Article

References (31)

1. Hoeppner DW, Chandrasekaran V, Elliot CB, editors. Fretting fatigue: current technology and practices; ASTM STP 1367, American Society for Testing and Materials, 2000, ISBN 0-8031-2851-7.
2. Waterhouse R.B. Fretting fatigue (1981), Applied Science publishers
3. Vincent L., Berthier Y., and Godet M. Testing methods in fretting fatigue: a critical appraisal. ASTM STP 1159 (1992) 33-48
4. Fouvry S., Liskiewicz T., Kapsa Ph., Hannel S., and Sauger E. An energy description of wear mechanisms and its applications to oscillating sliding contacts. Wear 255 (2003) 287-298
5. Hills D.A., and Nowell D. Mechanics of fretting fatigue (1994), Kluwer Academic Publishers, Dordrecht
6. Lamacq V., Dubourg M.C., and Vincent L. A theoretical model for the prediction of initial growth angles and sites of fretting fatigue cracks. Tribol Int 30 6 (1997) 391-400
7. Araújo J.A., and Nowell D. Analysis of pad size effects in fretting fatigue using short crack arrest methodology. Int J Fatigue 21 (1999) 947-956
8. Fouvry S., Kapsa Ph., Sidoroff F., and Vincent L. Identification of the characteristic length scale for fatigue cracking in fretting contacts. J Phys IV France 8 (1998) 159-166
9. Araújo J.A., and Nowell D. The effect of rapidly varying contact stress fields on fretting fatigue. Int J Fatigue 24 7 (2002) 763-775
10. Mugadu A., Hills D.A., Barber J.R., and Sackfield A. The application of asymptotic solutions to characterising the process zone in almost complete frictional. Int J Solids Struct 41 2 (2004) 385-397
11. Vallellano C., Domi{dotless}́nguez J., and Navarro A. Predicting the fretting fatigue limit for spherical contact. Engng Failure Anal 11 5 (2004) 727-736
12. Miller K.J. The two thresholds of fatigue behaviour. Fatigue Fract Eng Mater Struct 16 9 (1993) 931-939
13. Kitagawa H., and Takahashi S. Application of fracture mechanics to very small cracks or the cracks in the early stage (1976), American Society for Metals, Philadelphia p. 627-630
14. El Haddad M.H., Smith K.N., and Topper T.H. Fatigue crack propagation of short cracks. J Engng Mater Technol 101 (1979) 42-46
15. Fouvry S., Duo P., and Perruchaut Ph. A quantitative approach of Ti-6Al-4V fretting damage: friction, wear and crack nucleation. Wear 257 9-10 (2004) 916-929
16. Gros V. Etude de l'amorçage et de la propagation des fissures de fatigue dans les essieux-axes ferroviaires. D. Phil. Thesis, Ecole Centrale de Paris, France; 1996.
17. Johnson K.L. Contact mechanics (1985), Cambridge University Press, Cambridge
18. Proudhon H., Fouvry S., and Buffiere J.-Y. Characterisation of fretting fatigue damage using synchrotron X-ray micro-tomography. Tribol Int 39 (2006) 1106-1113
19. Fouvry S, Kapsa Ph, Vincent L. Developments of fretting sliding criteria to quantify the local friction coefficient evolution under partial slip condition. 24 th Leeds-Lyon Symposium, In: D. Dowson et al, editors. Tribology serie. vol. 34. 1997, p. 161-72.
20. Proudhon H., Fouvry S., and Buffière J.Y. A Fretting crack initiation prediction taking into account the surface roughness and the crack nucleation process volume. Int J Fatigue 27 5 (2005) 569-579
21. Mindlin R.D., and Deresciewicz H. Elastic sphere in contact under varying oblique forces. J Appl Mech 75 (1953) 327-344
22. Sackfield A., and Hills D.A. A note on the Hertz contact problem: a correlation of standard formulae. J Strain Anal 18 3 (1983) 195-197
23. Nowell D., and Hills D.A. Open cracks at or near free edges. J Strain Anal 22 3 (1987) 177-185
24. Bueckner H.F. The propagation of cracks and the energy of elastic deformation. Trans ASME 80 (1958) 1225-1230
25. Hills D.A., Kelly P.A., Dai D.N., and Korsunsky A.M. Solution of crack problems: the distributed dislocation technique (1996), Kluwer Academic Publishers., Dordrecht
26. Moshier M.A., Nicholas T., and Hillberry B.M. Load history effects on fatigue crack growth threshold for Ti-6Al-4V and Ti-17 titanium alloys. Int J Fatigue 23 SUPPL. 1 (2001) S253-S258
27. Reybet Degat P., Zhou Z.R., and Vincent L. Fretting cracking behaviour on pre-stressed aluminium alloy specimens. Tribol Int 30 3 (1997) 215-223
28. Hutson AL, Nicholas T. Fretting fatigue behavior of Ti-6Al-4V against Ti-6Al-4V under flat on flat contact with blending radii. ASTM STP 1367, American Society for Testing and Materials, 2000, ISBN 0-8031-2851-7.
29. Szolwinski M., and Farris T. Mechanics of fretting fatigue crack formation. Wear 198 (1996) 93-107
30. Mutoh Y., and Xu J.Q. Fracture mechanics approach to fretting fatigue and problems to be solved. Tribol Int 36 (2003) 99-107
31. Namjoshi S.A., and Mall S. Fretting behavior of Ti-6Al-4V under combined high cycle and low cycle fatigue loading. Int J Fatigue 23 (2001) 455-461