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7 - Fatigue Crack Growth

Published online by Cambridge University Press:  05 February 2016

Surjya Kumar Maiti
Affiliation:
Indian Institute of Technology, Bombay
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Chapter
Information
Fracture Mechanics
Fundamentals and Applications
, pp. 168 - 201
Publisher: Cambridge University Press
Print publication year: 2015

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References

7.1 Anderson, T.L. 2005. Fracture Mechanics – Fundamentals and Applications, 3rd edn. London: Taylor and Francis.Google Scholar
7.2 ASTM (American Society for Testing and Materials) E 1049-85 (Reapproved 2005). Standard Practices for Cycle Counting in Fatigue Analysis. Philadelphia: ASTM International.
7.3 Barsom, J.M. 1971. ‘Fatigue-crack Propagation in Steels of Various Yield Streng- ths.’ Journal of Engineering for Industry, Transactions of ASME, Series B 93 (4).Google Scholar
7.4 Barsom, J.M. 1974. Fatigue Behavior of Pressure-vessel Steels, WRC Bulletin, No. 194. New York: Welding Research Council.Google Scholar
7.5 Barsom, J.M. and S.T., Rolfe. 1999. Fracture and Fatigue Control in Structures: Application of Fracture Mechanics, 3rd edn., 194–236. Philadelphia: American Society for Testing and Materials.CrossRefGoogle Scholar
7.6 Biell IV, A.J. and F.V., Lawrence Jr. 1989. The Effect of Casting Porosity on the Fatigue Life of Lost-foam CI and Al–Si 319, Report No. 150, UILU-ENG-89- 3604. Department of Material Science and Engineering, University of Illinois at Urban-Champaign, USA.
7.7 Broek, D. 1984. Elementary Engineering Fracture Mechanics. The Hague: Martinus Nijhoff Publishers.Google Scholar
7.8 Broek, D. and J., Schijve. 1963. The Influence of the Mean Stress on the Propagation of Fatigue Cracks in Aluminium Alloy Sheets. Report No. TR-M-2111 Amsterdam: National Aerospace Institute.
7.9 Dieter, G.E. 1988. Mechanical Metallurgy. London: McGraw-Hill.Google Scholar
7.10 Donahue, R.J., H.M., Clark, P., Atanmo, R., Kumble and A.J., McEvily. 1972. ‘Crack Opening Displacement and Rate of Fatigue Crack Growth.’ International Journal of Fracture Mechanics 8: 209–19.CrossRefGoogle Scholar
7.11 Downing, S.D. and D.F., Socie. 1982. ‘Simple Rainflow Counting Algorithms.’ International Journal of Fatigue 4(1): 31–40.CrossRefGoogle Scholar
7.12 Elber, W. 1970. ‘Fatigue Crack Closure under Cyclic Tension.’ Engineering Fracture Mechanics 2: 37–45.Google Scholar
7.13 Endo, T., K., Mitsunaga, K., Takahashi, K., Kobayashi and M., Matsuishi. 1974. ’Damage Evaluation of Metals for Random or Varying Load. Three Aspects of Rainflow Method’. Proceedings of Symposium, Mechanical Behaviour of Materials, 21–24 August, Kyoto, Japan. Kyoto: Published by Society of Material Science.Google Scholar
7.14 Fleck, N.A. 1985. ‘Fatigue Crack Growth Due to Periodic Underloads and Overloads.’ Acta Metallurgica 33 (7): 1339–54.CrossRefGoogle Scholar
7.15 Fleck, N.A. and R.A., Smith. 1984. ‘Fatigue Life Prediction of a Structural Steel under Service Loading.’ International Journal of Fatigue 6(4): 203–10.CrossRefGoogle Scholar
7.16 Fleck, N.A., I.F.C., Smith and R.A., Smith. 1983. ‘Closure Behavior of Surface Cracks.’ Fatigue of Engineering Materials and Structures 6(3): 225–239.CrossRefGoogle Scholar
7.17 Kikukawa, M., M., Jono and Y., Kondo. 1981. ‘An Estimation Method of Fatigue Crack Propagation Rate under Varying Loading Conditions of Low Stress Intensity Level.’ In Advances in Fracture Research, ed. Francois, D., 1799–1806, Vol. 4. Proceedings of Fifth International Conference on Fracture, 29 March–3 April 1981, Cannes, France. Oxford: Pergamon Press.Google Scholar
7.18 Larsson, L.H., ed. 1983. Subcritical Crack Growth due to Fatigue, Stress Corrosion and Creep. London: Elsevier Applied Science Publishing. https://www.efatigue.com/variable/background/rainflow.htmlGoogle Scholar
7.19 Paris, P.C. and F., Erdogan. 1963. ‘A Critical Analysis of Crack Propagation Laws.’ Journal of Basic Engineering, Transactions of ASME 85: 528–34.CrossRefGoogle Scholar
7.20 Pook, L.P. 1975. ‘Analysis and application of fatigue crack growth data.’ Journal of Strain Analysis 10(4): 242–50.CrossRefGoogle Scholar
7.21 Schijve, J. 1980. ‘Prediction Methods for Fatigue Crack Growth in Aircraft Material’, 3–34. In Fracture Mechanics: Twelfth Conference. Philadelphia: American Society for Testing Materials [ASTM STP 700].Google Scholar
7.22 Schijve, J. 1981. ‘Some Formulas for the Crack Opening Stress Level.’ Engineering Fracture Mechanics 14: 461–65.CrossRefGoogle Scholar
7.23 Shin, C.S. and N.A., Fleck. 1987.‘Overload Retardation in a Structural Steel.’ Fatigue & Fracture of Engineering Materials and Structures 9(5): 379–93.CrossRefGoogle Scholar
7.24 Smith, R.A. 1983. ‘Short Fatigue Cracks.’ In Fatigue Mechanisms: Advances in Quantitative Measurement of Physical Damage, eds. Lankford, J., D.L., Davidson, W.L., Morris and R.P., Wei, 264–79. Philadelphia: American Society for Testing Materials [ASTM STP 811].Google Scholar
7.25 Socie, D.F. 1977. ‘Prediction of Fatigue Crack Growth in Notched Members under Variable AmplitudeLoading Histories.’ Engineering Fracture Mechanics 9: 849–65.CrossRefGoogle Scholar
7.26 Suresh, S. 1998. Fatigue of Materials, 2nd edn. Cambridge: Cambridge University Press.CrossRefGoogle Scholar
7.27 Suresh, S. and R.O., Ritchie. 1984. ‘Propagation of Short Cracks.’ International Metal Reviews 29(1): 445–75.CrossRefGoogle Scholar
7.28 Tanaka, K. and Y., Nakai. 1983. ‘Propagation and Non-propagation of Short Fatigue Cracks at a SharpNotch.’ Fatigue and Fracture of Engineering Materials and Structures 6(4): 315–27.CrossRefGoogle Scholar
7.29 Walker, E.K. 1970. ‘An Effective Strain Concept for Crack Propagation and Fatigue with Specific Application to Biaxial Stress Fatigue’, 225–33. Air Force Conference on Fracture and Fatigue (1969), AFFDL-TR-70-144.
7.30 Wheeler, O.E. 1972. ‘Spectrum Loading and Crack Growth.’ Journal of Basic Engineering, Transactions of ASME 94: 181–86.CrossRefGoogle Scholar
7.31 Willenborg, J., R.M., Engle Jr. and R.A., Wood. 1971. A Crack Growth Retardation Model Using an Effective Stress Concept. Report No. AFFL-TM-71-1-FBR Air Force Flight Dynamics Laboratory.
7.32 Zhao, T., J., Zhang and Y., Jiang, 2008. ‘A Study of Fatigue Crack Growth of 7075 T651 Al Alloy.’ International Journal of Fatigue 30: 1169–80.Google Scholar

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  • Fatigue Crack Growth
  • Surjya Kumar Maiti, Indian Institute of Technology, Bombay
  • Book: Fracture Mechanics
  • Online publication: 05 February 2016
  • Chapter DOI: https://doi.org/10.1017/CBO9781316156438.008
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  • Fatigue Crack Growth
  • Surjya Kumar Maiti, Indian Institute of Technology, Bombay
  • Book: Fracture Mechanics
  • Online publication: 05 February 2016
  • Chapter DOI: https://doi.org/10.1017/CBO9781316156438.008
Available formats
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Save book to Google Drive

To save content items to your account, please confirm that you agree to abide by our usage policies. If this is the first time you use this feature, you will be asked to authorise Cambridge Core to connect with your account. Find out more about saving content to Google Drive.

  • Fatigue Crack Growth
  • Surjya Kumar Maiti, Indian Institute of Technology, Bombay
  • Book: Fracture Mechanics
  • Online publication: 05 February 2016
  • Chapter DOI: https://doi.org/10.1017/CBO9781316156438.008
Available formats
×