Energy-Based Prediction of Low-Cycle Fatigue Life of CK45 Steel and SS316 Stainless Steel
محورهای موضوعی : Engineering
1 - Department of Mechanical Engineering, Ferdowsi University of Mashhad
2 - Department of Mechanical Engineering, Shahrood University of Technology
کلید واژه: CK45 Steel, low cycle fatigue, Damage parameter, SS316 stainless steel, Cyclic behavior,
چکیده مقاله :
In this paper, low cycle fatigue life of CK45 steel and SS316 stainless steel under strain-controlled loading are experimentally investigated. In addition, the impact of mean strain and strain amplitude on the fatigue life and cyclic behavior of the materials are studied. Furthermore, it is attempted to predict fatigue life using energy and SWT damage parameters. The experimental results demonstrate that increase in strain amplitude decreases fatigue life for both materials, strain amplitude has a remarkable effect on fatigue life, and the impact of mean strain is approximately negligible. Furthermore, the energy damage parameter provides more accurate prediction of fatigue life for both materials.
[1] Yang X., 2005, Low cycle fatigue and cyclic stress ratcheting failure behavior of carbon steel 45 under uniaxial cyclic loading, International Journal of Fatigue 27: 1124-1132.
[2] Date S., Ishikawa H., Otani T., Takahashi Y., 2008, Effect of ratcheting deformation on fatigue and creep-fatigue life of 316FR stainless steel, Nuclear Engineering and Design 328: 336-346.
[3] You B-R., Lee S-B., 1996, A critical review on multiaxial fatigue assessments of materials, International Journal of Fatigue 18(4): 253-344.
[4] Jahed H., Farahani A.V., Noban M., Khalaji I., 2007, An energy based fatigue life assessment model for various metallic materials under proportional and non-proportional loading conditions, International Journal of Fatigue 29: 647-655.
[5] Smith R.N., Watson P., Topper T.H., 1970, A stress-strain function for the fatigue of metal, Journal of Material, JMLSA 5(4): 767-778.
[6] Lorenzo F., Laird C., 1984, A new approach to predicting fatigue life behavior under the action of mean stresses, Material Science and Engineering 62(2): 205-210.
[7] Koh S.K., Stephens R.I., 1991, Mean stress effects on low cycle fatigue for a high strength steel, Fatigue & Fracture of Engineering Materials & Structures 14(4): 413-428.
[8] Halford G.J., 1966, The energy required for fatigue, Journal of Materials 1(1): 3-18.
[9] Kujawski D., Ellyin F., 1995, A unified approach to mean stress effect on fatigue threshold conditions, International Journal of Fatigue 12(2): 101-106.
[10] Golos K., Ellyin F.A., 1988, A total strain energy density theory for cumulative fatigue damage, Journal of Pressure Vessel Technology 110(1): 36-41.
[11] Sugiura K., Chang K.C., 1991, Evaluation of low-cycle fatigue strength of structural metal, Journal of Engineering Mechanics (ASCE) 117(10): 2373-2383.
[12] Dutta A., Dhar S., Acharyya S.K., 2010, Characterization of SS316 in low-cycle fatigue loading, Journal of Materials Science 45(7): 1782-1789.
[13] Callaghan M.D., Humphries S.R., Law M., Ho M., Bendeich P., Li H., Yeung W.Y., 2010, Energy-based approach for the evaluation of low cycle fatigue behavior of 2.25cr-1 Mo steel at elevated temperature, Materials Science & Engineering 527 (21-22): 5619-23.
[14] Lv F., Yang F., Li S.X., Zhang Z.F., 2011, Effect of hysteresis energy and mean stress on low-cycle fatigue behaviors of and extruded magnesium alloy, Scripta Materialia 65(1): 53-56.
[15] Abdalla J.A., Hawileh R.A., Oudah, F., Abdelrahman K., 2009, Energy-based prediction of low-cycle fatigue life of BS 460B and BS B500B steel bars, Material & Design 30: 4405-4413.
[16] Gloanec A.I., Milani T., Henaff G., 2010, Impact of microstructure, temperature and strain ratio on energy-based low-cycle fatigue life prediction models for TiAl alloys, International Journal of Fatigue 32(7): 1015-1021.
[17] Yunrong L.U., Chongxiang H.U., Li G., Qingyuan W., 2012, Energy-based prediction of low-cycle fatigue life of high-strength structural steel, International Journal of Iron and Steel Research 19(10): 47-53.
[18] Basquin O.H., 1910, The exponential law of endurance tests, American Society for Testing Materials 10: 625-630.
[19] Coffin L.F., 1954, A study of the effects of cyclic thermal stresses on a ductile metal, Transactions of the ASME 76: 931-950.
[20] Manson S.S., 1953, Behavior of materials under condition of thermal stress, Heat Transfer Symposium, University of Michigan Engineering Research Institute, MI, USA.
[21] Tchankov D.S, Vesselinov K.V., 1998, Fatigue life prediction under random loading using total hysteresis energy, International Journal of Pressure Vessels and Piping 75: 955-960.
[22] Lagoda T., 2001, Energy models for fatigue life estimation under uniaxial random loading part I: the model elaboration, International Journal of Fatigue 23: 467-480.
