7. Bibliography#

  1. BUI H.D., Mechanics of brittle fracture, Masson, 1977

  1. BUI H.D., AMESTOY M., DANG VAN K., Infinitesimal deviation of a crack in an arbitrary direction, C.R. Acad. BAG. Paris, vol. 289, series B, No. 8, p99, 1979

  1. DEBOST I., WADIER Y.: Application of the energy approach to the interpretation of the small defect effect. First part: crack-type defect model. Note HI-74/01/015/A, June 2001

  1. DESTUYNDER Ph, DJAOUA M., Equivalence of the Rice and G integral in fracture mechanics, C.R. Acad. BAG. Paris, vol. 290, series A, p347, 1980

  1. GRIFFITH A., The Phenomena of Rupture and Flow in Solids, M.Eng. (of the Royal Aircraft Establishment), communicated by Taylor, F.R.S., 1920

  1. LEBLONDJ .B: « Mechanics of fragile and ductile fracture « — Lavoisier, 2003.

  1. LEFEVRE W., BARBIER G., MASSON R., ROUSSELIER G., A modified Beremin model to simulate warm pre-stress effect Nucl. Eng. Des. 198, 89-96 — 2002

  1. MIALON P., Study of the energy return rate in a direction marking an angle with a crack, internal note EDF, HI/4740-07, 1984.

  1. MIALON P., Calculation of the derivative of a quantity with respect to a crack bottom by the theta method, EDF, Bulletin de la Direction des Études et Recherches, Series C, 1988

  1. DESTUYNDER P., M. DJAOUA M., LESCURE S., Some remarks on elastic fracture mechanics, Journal of Theoretical and Applied Mechanics, vol. 2, No. 1, n. 1, 1, p. 113-135, 1983