A volumetric energy based high cycle multiaxial fatigue citerion

International Journal of Fatigue

Volumn 25, Issue 8, 2003, Pages 755-769

  Banvillet, A ^a   Palin Luc, T ^a   Lasserre, S ^a  

^a ARTS ET MÉTIERS PARISTECH   (France)

Author keywords

Criterion; Energy; Gradient; High cycle fatigue; Multiaxial; Volume

Indexed keywords

CRACK INITIATION; FATIGUE OF MATERIALS; STRESS ANALYSIS;

MULTIAXIAL FATIGUE;

INDUSTRIAL ENGINEERING;

EID: 0038521710     PISSN: 01421123     EISSN: None     Source Type: Journal    
DOI: 10.1016/S0142-1123(03)00048-3     Document Type: Article

References (42)

1. Dang Van K., Cailletaud G., Flavenot J-F., Le Douaron A., Lieurade H-P. Amorçage des fissures de fatigue sous solicitations complexes. 1984;301-337 SF2M, Paris.
2. Bathias C., Baïlon J-P. La fatigue des matériaux et des structures. 1997;Hermès, Paris, France.
3. Palin-Luc T., Lasserre S. An energy based criterion for high cycle multiaxial fatigue. Eur J Mechanis, A/Solids. 17:(2):1998;237-251.
4. Sonsino CM, Kaufmann H, Gubrisic V. Transferability of material data for the example of a randomly loaded truck stub axle. SAE Tech. Paper Series (970708) 1997;1-22.
5. Papadopoulos I.V., Panoskaltsis V.P. Gradient dependent multiaxial high-cycle fatigue criterion. Proceedings of the Fourth International Conference on Biaxial/Multiaxial Fatigue, vol. 1. 1994;461-476 EF2M, St Germain en Laye, France.
6. Phillips C.E., Heywood R.B. The size effect in fatigue of plain and notched steel specimens loaded under reversed direct stress. Proc I Mech E. 165:1951;113.
7. Brand A, Sutterlin R, Calcul des pieces à la fatigue - Méthode du gradient. Senlis, France: CETIM; 1980. 157 p.
8. Peterson R.E. Stress concentration factors. 1974;Wiley-Interscience, New York.
9. Qylafku G., Azari Z., Kadi N., Gjonaj M., Pluvinage G. Application of a new model proposal for fatigue life prediction on notches and key-seats. Int J Fatigue. 21:1999;753-760.
10. Flavenot J-F., Skally N. L'épaisseur de couche critique ou une nouvelle approche du calcul en fatigue à long terme des structures soumises à des solicitations multiaxiales en presence de gradient de contrainte. Rev Mécanique Matériaux et Electricité 397:1983;15-25.
11. Papadopoulos I.V., Panoskaltsis V.P. Invariant formulation of a gradient dependent multiaxial high-cycle fatigue criterion. Engng Fract Mech. 55:(4):1996;513-528.
12. Pluvinage G. Notch effect in high cycle fatigue. In: ICF 9 Proceedings, vol. 3, 1997. p. 1237-50.
13. Ngargueudedjim K, Weber B, Robert J-L. Accounting for stress gradient effect in multiaxial fatigue criteria. In: de Freitas M, editor. Sixth International Conference on Biaxial/Multiaxial Fatigue and Fracture. ESIS; 2001. p. 143-50.
14. Morel F., Palin-Luc T. A non-local theory devoted to high cycle multiaxial fatigue. Int J Fatigue. 25:2002;649-665.
15. Seweryn A., Mroz Z. On the criterion of damage evolution for variable multiaxial stress states. Int J Solids Structures. 35:(14):1998;1589-1616.
16. Kennedy T.C., Nahan M.F. A simple nonlocal damage model for predicting failure in a composite shell containing a crack. Compos Struct. 39:(1-2):1997;85-91.
17. Palin-Luc T., Lasserre S., Bérard J-Y. Experimental investigation on the significance of the conventional endurance limit of a spheroidal graphite case iron. Fatigue Fract Engng Mater Struct. 21:(3):1998;192-200.
18. Mielke S. Festigkeitsverhalten metallischer werkstoffe unter zweiachsig-schwingender beanspruchung mit verschiedenen spannungszeitverlaufen. PhD thesis. Aachen; 1980. p. 89.
19. Dietmann H, Bonghibhat T, Schmid A. Multiaxial fatigue behavior of steels under in-phase and out-of-phase loading including different wave forms and frequencies. In: Third International Conference on Biaxial/Multiaxial Fatigue. Stuttgart; April 1989. p. 1-17.
20. Lemaitre J., Chaboche J-L. Mécanique des matériaux solides. 1988;Bordas, Paris.
21. Banvillet A. Prévision de durée de vie en fatigue multiaxiale sous chargements reels: vers des essais accélérés. PhD thesis. ENSAM CER de Bordeaux, France; 2001. p. 204.
22. Findley W.N., Mathur P.N., Szczepanski E., Temel A.O. Energy versus stress theories for combined stress - A fatigue experiment using a rotating disk. J Basic Eng. 83:(1):1961;10-14.
23. Park J., Nelson D. Evaluation of an energy-based approach and a critical plan approach for predicting constant amplitude multiaxial fatigue life. Int J Fatigue. 22:2000;23-39.
24. Palin-Luc T. Fatigue multiaxiale d'une fonte GS sous solicitations combinées d'amplitude variable. PhD thesis. ENSAM CER de Bordeaux, France; 1996. 261 p.
25. Bonnafe A. Validation d'une limite de non propagation de fissure inférieure à la limite d'endurance conventionnelle d'une fonte GS. Master's thesis. ENSAM CER de Bordeaux; 1998. p. 30.
26. Froustey C, Lasserre S, Dubar L. Essais de fatigue multiaxiaux et par blocs, validation d'un critère pour les matériaux métalliques. In: Castex L, Pluvinage G, Vincent L, editors. Mat-Tec 92, Technology transfer series, promenade A. Ballu, F-93460 Gournay-sur-Marne, France: IITT International; 1992. p. 79-85, 94.
27. Brand A., Flavenot J-F., Grégoire R., Tournier. Recueil de données techologiques sur la fatigue. 1980;CETIM, Senlis, France.
28. Simbürger A. Festigkeitsverhalten zäher werkstoffe bei einer mehrachsigen, phasenverschobenen schwingbeanspruchung mit körperfesten und veränderlichen hauptspannungsrichtungen. Technical Report FB-121, Laboratorium für betriebsfestigkeit, Darmstadt, Germany: Bericht; 1975. 89 p.
29. Heidenreich R., Richter I., Zenner H. Schubspannungsintensitatshypothesewetere experimentelle und theorestiche untersuchungen. Konstructin. 3:(36):1984;99-104.
30. Froustey C, Lasserre S, Dubar L. Validité des critéres de fatigue multiaxiale à l'endurance en flexion-torsion. In: Fatigue des structures industrielles. 40 promenade Marx-Dormoy, F-93460 Gournay-sur-Marne, France: IITT International; 1989. p. 126-38.
31. Smith J.O. The effects of range of stress on fatigue strength of metals. Engineering Experiment Station, Bulletin 334. 39:(26):1942;52.
32. Sines G.B. Behavior of metals under complex static and alternating stresses. 1959;McGraw-Hill, New York.
33. Gough HJ, Pollard HV, Glenshaw WJ. Some experiments on the resistance of metals to fatigue under combined stresses. Aeronaut. Research council reports and memoranda, 1951. 141 p.
34. Froustey C. Fatigue multiaxial en endurance de l'Acier 30NCD16. PhD thesis. ENSAM CER de Bordeaux, France; 1987. 131 p.
35. Sonsino CM, Kuepper M. Fatigue behaviour of welded aluminium under multiaxial loading. In: Sixth International Conference on Biaxial/Multiaxial Fatigue and Fracture. ESIS; 2001. p. 57-64.
36. Crossland B. Effect of a large hydrostatic pressure on the torsional fatigue strength of an alloy steel. In: International Conference on Fatigue of Metals. London; 1959. p. 138-49.
37. Dang-Van K, Cailletaud G, Flavenot J-F, Le Douaron A, Lieurade H-P, Criterion for high-cycle fatigue failure under multiaxial loading. In: Brown MW, Miller KJ, editors. Biaxial and Multiaxial Fatigue. London, UK: EGF3, MEP; 1989. p. 459-78.
38. Papadopoulos I.V., Davoli P., Gorla C., Filippini M., Bernasconi A. A comparative study of multiaxial high-cycle fatigue criteria for metals. Int J Fatigue. 19:(3):1997;219-235.
39. Morel F. Fatigue multiaxiale sous chargement d'amplitude variable. PhD thesis. ENSMA de Poitiers, France; 1996. 210 p.
40. Morel F. A fatigue life prediction method based on a mesoscopic approach in constant amplitude multiaxial loading. Fatigue Fract Engng Mater Struct. 21:1998;241-256.
41. Galtier A. Contribution à l'étude de l'endommagement des aciers sous solicitations uni ou multiaxials. PhD thesis. ENSAM CER de Bordeaux, France; 1993. 193 p.
42. Bennebach M. Fatigue d'une fonte GS. Influence de l'entaille et d'un traitement de surface. PhD thesis. ENSAM CER de Bordeaux, France; 1993. 157 p.