6. Bibliography#

  1. Guy, N. (2010): Probabilistic modeling of rock damage: application to the geological storage of CO2. Thesis LMT.

  2. Hild, F., F., Billardon, R. and Marquis, D., (1992). Heterogeneity of stresses and breakage of fragile materials. C. R. Acad. Sci. Paris t. 315 (Series II): 1293-1298.

  3. Hild, F., Domergue, J.-M., Evans, A.G., Evans, A.G., and Leckie, F.A., (1994) .Tensile and Flexural Ultimate Strength of Fiber-Reinforced Ceramic-Matrix Composites. Int. J. Solids Struct. 31 (7): 1035-1045.

  4. Hild, F., (2001). The Weibull law: a model of wide applicability. Physical Aspects of Fracture. E. Bouchaud, D. Jeulin, C. Prioul and S. Roux (Eds.), Kluwer Academic Publishers : 35-46.

  5. Seyedi, D. and Hild, F., (2007). Towards a probabilistic model of the formation of crack networks in rocks during the injection of CO2. Revue Française de Géotechnique 119:73-82.

  6. Seyedi, D.: Probabilistic modeling of damage to the geological barriers of deep nuclear waste storage — project ENDOSTON (internal note H-T64-2010-01265-FR)

  7. Seyedi, D.: Modeling the damage of porous media by hydromechanical linkage. Final report of BRGM as part of the ENDOSTON II collaboration — project ENDOSTON (internal note H-T64-2012-01746-FR — Granet)

  8. Weibull, W. (1939) A Statistical Theory of the Strength of Materials 151 Roy. Sweed. Inst. Eng. Res.

  9. Weibull, W. (1951) A Statistical Distribution Function of Wide Applicability. ASME Mr. Appeal Mech. 18 (3): 293-297