6. Bibliography#

  1. BARENBLATT G.I., The mathematical theory of equilibrium cracks in brittle fracture. Call for Adv. Mech., 7, pp. 55-129 (1962).

  2. CHARLOTTE M., MARIGO J.J., FRANCFORT G., TRUSKINOVSKY L.: « Revisiting brittle fracture as an energy minimization problem: Comparisons of Griffith and Barenblatt surface energy models « , Symposium on continuous damage and fracture.

  1. CHARLOTTE M., LAVERNE J., MARIGO J.-J., Initiation of cracks with cohesive force models: a variational approach. European Journal of Mechanics, A/Solids, v 25, no. 4, July/August, 2006, p. 649-669

  1. JAUBERT A. and MARIGO J.-J., Justification of Paris-type fatigue laws from cohesive forces model via a variational approach, Continuum Mechanics and Thermodynamics, Volume 18, pages 23-45 (2006), Volume 18, pages 23-45 (2006).

  1. LAVERNE J.: « Energetic formulation of rupture through cohesive force models: theoretical considerations and numerical implementations ». Thesis of the University of Paris XIII, November 2004 (under the supervision of J.-J. MARIGO and E. LORENTZ).

  2. LAVERNE J., LORENTZ E.: Code_Aster R3.06.11 reference documentation

  1. TALON C., CURNIER A. A model of adhesion coupled to contact end friction Eur. Mr Mech. A/Solids 22 (4), 545-565 (2003).

  1. LORENTZ E., A mixed interface finite element for cohesive zone models, Comput. Methods Appl. Mech. Engrg. 198 (2008), 302-317.

  1. DAVID M., Multi-scale approach to the mechanical behavior of reinforced concrete structures — Application to the containment structures of nuclear power plants. Doctoral thesis

  2. LORENTZ E. ADELAHYD II - Recommendations for the numerical simulation of cohesive zones using finite interface elements. Internal note EDF R&D no. 6125-1724-2021-01404.