A code of practice for the determination of cyclic stress-strain data

Materials at High Temperatures

Volumn 19, Issue 4, 2002, Pages 165-185

  Hales, R ^a   Holdsworth, S R ^b   O'Donnell, M P ^c   Perrin, I J ^b,d   Skelton, R P ^e  

^a Consultant ^*  (United Kingdom)

^b Alstom UK   (United Kingdom)

^c BRITISH ENERGY GENERATION LTD   (United Kingdom)

^d ALSTOM   (France)

^e IMPERIAL COLLEGE LONDON   (United Kingdom)

Author keywords

Cyclic stress strain data; Cyclic yield stress; Elastic modulus; Hardening; Incremental step tests; Multiple step; Process equations; Single step; Softening

Indexed keywords

DURABILITY; FATIGUE TESTING; HIGH TEMPERATURE TESTING; MATERIALS TESTING; MATHEMATICAL MODELS; MECHANICAL TESTING; STRAIN; STRESSES; THERMAL GRADIENTS;

CODE OF PRACTICE; CYCLIC STRESS STRAIN; CYCLIC STRESS STRAIN TESTING; LOW CYCLE FATIGUE ENDURANCE TESTS;

CODES (STANDARDS);

EID: 0043175061     PISSN: 09603409     EISSN: None     Source Type: Journal    
DOI: 10.1179/mht.2002.022     Document Type: Article

References (40)

1. Thomas, G.B. et al. A code of practice for constant-amplitude low cycle fatigue testing at elevated temperatures. Fatigue, Fract. of Engng. Mater. Struct., 12(2), 135-153 (1989).
2. BS 7270 Method for constant amplitude strain controlled fatigue testing (1990).
3. ASTM E-606-92, Standard recommended practice for constant-amplitude low cycle fatigue testing (re-approved 1998). Amer. Soc. Testing Mater., West Conshohocken, Pa.
4. PrEN 3874. Aerospace series - Test methods for metallic materials - constant amplitude force-controlled low cycle fatigue testing (1998).
5. PrEN 3988. Aerospace series - Test methods for metallic materials - constant amplitude strain-controlled low cycle fatigue testing (1998).
6. ISO/DIS 12106. Metallic materials - Fatigue testing and axial strain controlled method (1998).
7. Lemaitre, J. and Chaboche, J-L. Mechanics of Solid Materials, Cambridge University Press (1990).
8. Morrow, J.D. Cyclic plastic energy and fatigue of metals, internal friction and cyclic plasticity. ASTM STP378, 45-87 (1965).
9. Landgraf, R.W., Morrow, J.D. & Endo, T. Determination of the cyclic stress strain curve. J. Mat., 4, 176-188 (1969).
10. Landgraf, R.W. Cyclic stress-strain responses in commercial alloys. In: Thompson, A.W. (ed.) Work Hardening in Tension and Fatigue, AIME, New York, 240 (1977).
11. Klesnil, M. and Lukas, P. Fatigue of Metallic Materials, Elsevier (1980).
12. Skelton, R.P. Cyclic stress-strain during high strain fatigue. In: Skelton, R.P. (ed.) High Temperature Fatigue: Properties and Prediction, Elsevier, 27-112 (1987).
13. HTMTC. A code of practice for the measurement of misalignment induced bending in uniaxially loaded tension-compression testpieces. Bressers, J. (ed.), EUR 16138 EN (1995).
14. Kandil, F.A. Measurement of bending in uniaxial low cycle fatigue testing. NPL Measurement Good Practice Guide No. 1 (1998).
15. Skelton, R.P. Bauschinger and yield effects during cyclic loading of high temperature alloys at 550°C. Mater. Sci. Technol., 10, 627-639 (1994).
16. Ramberg, W. and Osgood, W.R. Description of stress-strain curves by three parameters. NACA Tech Note No. 902 (1943).
17. Prager, W. The theory of plasticity: A survey of recent achievements. Proc. I.Mech.E., 169(21), 41-57 (1955).
18. Pugh, C.E. et al. Currently recommended constitutive equations for inelastic design analysis of FFTE components. ORNL-TM-3602.
19. Mroz, Z. On the description of anisotropic work hardening. J. Mech. Phys. Solids, 15, 165-175 (1976).
20. Dafalias, Y.F. Modelling cyclic plasticity: Simplicity versus sophistication. In: Desai, C.S. and Gallagher, R.H. (eds) Mechanics of Engineering Materials, 153-178, John Wiley, (1984).
21. Khan, A.S. and Huang, S. Continuum Theory of Plasticity, Wiley Inter-Science (1995)
22. White, P.S., Hübel, H., Wordsworth, J. and Turbat, A. Guidance for the choice and use of constitutive equations in fast reactor analysis'. Report of CEC Contract RA1-0164-UK.
23. Armstrong, P.J. and Frederick, C.O. A mathematical representation of the multiaxial Bauschinger effect. CEGB Report RD/B/N731 (1966).
24. Kitagawa, M. and Yamaguchi, K. Japanese activities in VAMAS low cycle fatigue round robin tests. In: Loveday, M.S. and Gibbons, T.B. (eds) Harmonisation of Testing Practice for High Temperature Materials, pp. 241-254, Elsevier Appl. Sci. (1992).
25. Skelton, R.P. and Loveday, M.S. A re-interpretation of the BCR/VAMAS low cycle fatigue intercomparison programme using an energy criterion. Mater. High Temp., 14, 53-68 (1997).
26. Raynor, D. and Skelton, R.P. The onset of cracking and failure criteria in high strain fatigue. In: Sumner, G. and Livesey, V.B. (eds) Techniques for High Temperature Fatigue Testing, pp. 143-166, Elsevier App. Sci. (1985).
27. Skelton, R.P. Energy criterion for high temperature low cycle fatigue. Mater. Sci. Technol., 7, 427-439 (1991).
28. Boller, C. and Seeger, T. Materials Data for Cyclic Loading. Materials Science Monographs, 42A, Elsevier (1987).
29. BIPM, IEC, IFCC, ISO, IUPAC, IUPAP, OIML. Guide to the expression of uncertainty in measurement. ISBN 92-67-10188-9 (1993).
30. UNCERT COP 02. The determination of uncertainties in low cycle fatigue testing. Manual of Codes of Practice for the Determination of Uncertainties in Mechanical Tests on Metallic Materials, Code of Practice No. 2, Standards Measurement & Testing Project No. SMT4-CT97-2165 (2000).
31. Skelton, R.P., Maier, H.J. and Christ, H-J. The Bauschinger effect, Masing model and the Ramberg-Osgood relation for cyclic deformation in metals', Mater. Sci. Eng., A238, 377-390 (1997).
32. Ainsworth, R.A. Assessment Procedure for the High Temperature Response of Structures, Nuclear Electric Procedure R5, Issue 2, Revision 2, British Energy Generation Ltd (1998).
33. Neuber, H. Theory of stress concentrations for shear-strained prismatical bodies with arbitrary non-linear stress-strain law. Trans. ASME (Series E) 28, 544-550 (1961).
34. Abaqus version 5.8. User Manual Vol. 1, Section 11.2.2, Hibbit Karlsson & Sorensen Inc., 1080 Main Street, Pawtucket, RI, USA (1998).
35. Goodall, I.W., Hales, R. and Walters, D.J. Proc. IUATM Symp. on Creep in Structures, pp. 103-124. Springer-Verlag, Ponter, A.R.S. and Hayhurst, D.R. (eds), (1980).
36. Skallerud, B. & Larsen, P.K. A uniaxial plasticity model including transient material behaviour. Fatigue Fract. Engng. Mater. Struct., 12, 611-625 (1989).
37. Manson, S.S. Fatigue: A complex subject - Some simple approximations. Exp. Mech., 5, 193-226 (1965).
38. ASME Boiler and Pressure Vessel Code Case N47-17, 1992, Class 1 Components in Elevated Temperature Service, Section III, Division 1.
39. Nagesha, A., Valsan, M., Kannan, R., Bhanu Sankara Rao, K. and Mannan, S.L. Influence of temperature on the low cycle fatigue behaviour of a modified 9Cr-1Mo ferritic steel. Int. J. Fatigue, 24, 1285-1293 (2002).
40. Conway, J.B., Stentz, R.H. and Berling, J.T. Fatigue, tensile and relaxation behaviour of stainless steels. TID-26135, USAEC Technical Information Centre, Oak Ridge, Tennessee, (1975, reprinted 1981).