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Aspect of Finite Element Analysis Methods for Prediction of Fatigue Crack Growth Rate

Author Affiliations

  • 1Swami Vivekanand College of Engineering, Indore, MP, INDIA

Res. J. Recent Sci., Volume 1, Issue (2), Pages 85-91, February,2 (2012)

Abstract

An attempt is made to predict the fatigue crack path using the finite element analysis to design a body against fatigue failure. Till now consideration is taken that the fatigue failures is always straight i.e. (Straight extending crack) but in practice the cracks fond in any body deviate or extend more in a zig zag manner due to mixed mode stress produced. The change in stress state mode caused by the deviation of a crack affect the succeeding crack path and its growth rate. Because of these reasons prediction of crack path and growth rate is more important for fatigue life evaluations. The use of the finite element method enabled the subsequent tracking of deflecting crack extension. In this paper we try to demonstrate the capability and its limitations, in predicting the crack propagation trajectory and the SIF values under linear elastic fracture analysis.

References

  1. Sih G.C., Some Basic Problems in Fracture Mechanics and New Concepts, Eng. Fracture. Mech, 5, 365 (1973)
  2. Owen D., Stress intensity factors for cracks in a plate containing a hole and in a spinning disc, Int. J. Fract, 4, 471-476 (1973)
  3. Newman J., An improved method of collocation for the stress analysis of cracked plates with various shaped boundaries, NASA TN,6376, 1-45 (1971)
  4. Murakami Y., A method of stress intensity actor calculation for the crack emanating from an arbitrarily shaped hole or the crack in the vicinity of an arbitrarily shaped hole, Trans Jap. Soc. Mech Engineering, 44, 423-32 (1978)
  5. Bowie O.L., Analysis of an infinite plate containing radial cracks originating at the boundary of an internal circular hole, Math. Phys 35, 60-71 (1956)
  6. Yan X., Cracks emanating from circular whole or square hole in rectangular plate in tension, Eng. Fracture Mech., 73, 1743-1754 (2007)
  7. Laurencin J., Delette G. and Dupeux M., An estimation of ceramic fracture at singularities by a statistical approach, J. Eur. Ceramic Soc, 28, 1-13 (2007)
  8. Kutuka M.A., Atmacab N. and Guzelbey I.H., Explicit formulation of SIF using neural networks for opening mode of fracture, Int. J. Eng. Struct, 29,(2007)
  9. Abdul-Aziz Y., Abou-bekr N. and Hamouine A., Numerical modeling of the crack tip singularity, Int. J. Mater. Sic (2007)
  10. Aour B., Rahmani O. and Nait-Abdelaziz B., A coupled FEM/BEM approach and its accuracy for solving crack problems in fracture mechanics, Int. J. Solids Struct, 44, 2523-2539 (2007)
  11. Stanislav S. and Zdenek K., Two parameter fracture mechanics, Fatigue crack behavior under mixed mode conditions, Eng. Fracture Mech, 75, 857-865 (2008)
  12. Gustavo V.G., Jaime P. and Manuel E., KI evaluation by the displacement extrapolation technique, Eng. Fract. Mech, 66, 243-255 (2000)
  13. Alshoaibi A., Hadi M. and Ariffin A., Two dimensional numerical estimation of stress intensity factors and crack propagation in linear elastic analysis, Struct. Durability Health Monit, 3, 15-28 (2007)
  14. Zienkiewicz O., Taylor R. and Zhu J., The Finite Element Method, Its Basis and Fundamental, 6thedition Baker and Taylor Books, Oxford, 752 (2005)
  15. Löhner R., Automatic unstructured grid generators. Finite Element Analysis, 25, 111-134 (1997)
  16. Chang R., Static finite element stress intensity factors for annular cracks, J. Non destruct. Evaluat, 2, 119-124 (1981)
  17. Shahani A. and Tabatabaei S., Computation of mixed mode stress intensity factors in a four point bend specimen, Applied Math, 32, 1281-1288 (2008)
  18. Pathak Sunil, Turbo charging and Oil Techniques in Light Motor Vehicles, Research Journal of Recent Sciences, 1(1), 60-65 (2012)