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Ductile Tearing Analysis in Overmatched Welded Joints

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Identyfikatory
Warianty tytułu
Konferencja
French-Polish Seminar on Mechanics ; 14. ; International Conference on Modelling and Simulation of the Friction Phenomena in the Physical and Technical Systems "FRICTION 2006" ; 4. (5.06.2006 ; Warsaw, Poland)
Języki publikacji
EN
Abstrakty
EN
Numerical analysis has been carried out to evaluate the ductile fracture in an overmatched welded joints case using a standard CT specimen. These investigations have been performed by analysing the monometallic, bimetallic and trimetallic configurations in order to compare global approaches (i.e. the J integral and CTOD) with a local approach (Rice and Tracey model). The different cases lead to a globally similar evolution of CTOD and of the J integral. These two parameters are not really affected when changing the configuration while the void growth ratio (R/Ro) is very sensitive to the strain and strain fields around the crack tip. Furthermore, according to the parameter (R/Ro) distribution at the crack tip, it seems possible to predict the crack propagation direction in the overmatched welded joints case.
Rocznik
Strony
40--53
Opis fizyczny
Bibliogr. 19 poz., wykr.
Twórcy
autor
Bibliografia
  • ASTM standard, 1989, Standard test of J 1c, a measure of fracture toughness, E 813-89.
  • Burget, W., Blauel, J. G., 1987, Fracture toughness of welding procedure qualification and component welds tested in SENB and C-specimens, The Fracture Mech. of Welds, EGF Pub. 2 (Edited by J. G. Blauel and K. H. Schwable), Mech. Engng Pub., London, 19-42.
  • Denys, R., 1994, Strength and performance characteristics of welded joints, Mis-Matching of Welds, ESIS 17 (Edited by K. H. Schwalbe and M. Koçac), M.E.P., London, 59-102.
  • Eripret, C., Hornet, P., 1994, Prediction of overmatching effects on the fracture of stainless steel cracked welds, Mis-Matchnig of Welds, ESIS 17 (Edited by K. H. Schwalbe and M. Koçac), M.E.P., London, 685-708.
  • Eripret, C., Ignaccolo, S., Gilles, P., 1995, Study of mechanical behaviour and fracture resistance of welded joints, Rev. Métal., Fev., 214-225.
  • Gilles, P., Franco, C., 1994, A new J-estimation scheme for cracks in mis-matching welds - the ARAMIS method, Mis-Matchnig of Welds, ESIS 17 (Edited by K. H. Schwalbe and M. Koçac), M.E.P., London, 661-683.
  • Heuser, A., Twickler, R., Wahl, W., 1987, Experimental investigations of the failure behaviour of welded joints and its numerical simulation by using elastic-plastic finite element calculations, The Fracture Mech. of Welds, EGF Pub. 2 (Edited by J. G. Blauel and K. H. Schwable), M.E.P., London, 97-124.
  • Joch, J., Ainsworth, R. A., 1994, Relationships between the J-Integral and the Crack Tip Opening Displacement for stationary cracks in weldments at plastic collapse, Fatigue Fract. Engng Mater. Struct., 17 (10), 1175-1185.
  • Joch, J., Ainsworth, R. A., Hyde, T. H., 1993, Limit load and J-estimates for idealised problems of deeply cracked welded joints in plane-strain bending and tension, Fatigue Fract. Engng Mater. Struct., 16 (10), 1061-1079.
  • Lai, Y., Ainsworth, R. A., 1997, A J integral estimation method for cracks in welds mismatched mechanical properties, International Journal of Pressure Vessels and Piping, 70, 237-345.
  • Rassis, A. Al., 1995, Contribution a la dechirure ductile a chaud dans les joints soudes et modelisation numerique en approche globale et en approche locale, These de doctorat, Universite de Lille I.
  • Rice, J., 1968, Mathematical analysis in the mechanics of fracture, Fracture, 2, 191-311, H. Liebowitz Ed., Academic Press.
  • Rice, J. R. Tracey, D. M., 1969, On the ductile of voids in triaxial stress fields, J. Mech. Phys. Solids, 17, 201-217.
  • Rousselier, G., 1986, Les modeles de rupture ductile et leurs possibilites actuelles dans le cadre de l'approche locale de la rupture, International Seminar on Local Approach of Fracture, Moret-Sur-Loing, France, 257-284.
  • Schwalbe, K. H., 1992, Effect of weld metal mis-match on toughness requirements: Some simple analytical considerations using the Engineering Treatment model (ETM), International Journal of Fract., 56, 257-277.
  • Sumpter, J. D. G., 1987, Jc determination for shallow notch welded bend specimens, Fatigue Fract. Engng. Mater. Struct., 10 (6), 479-493.
  • Toyoda, M., Minami, F., Ruggieri, C., Thaulow, C., Hauge, M., 1994, Fracture property of HAZ-notched weld joint with mechanical, Mis-Matching of Welds, ESIS 17, edited by K.-H. Schwalbe, M. Koçak, Mechanical Engineering Publications, London, 399-415.
  • Toyoda, M., Satoh, K., 1985, Tenacite a la rupture des soudures: influence d'une heterogeneite mecanique sur la correlation des parametres de tenacite, Soudage et Techniques Connexes, Nov-Dec, 398-407.
  • Wilsius, J., Imad, A., Nait Abdelaziz, M., Mesmacque, G., Eripret, C., 2000, Void growth and damage models for predicting ductile in welds, Fatigue Fract. Engng. Mater. Struct, 23, 105-112.
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-article-BWA0-0022-0012
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