Modelling of the mechanical behavior and damage processes of fibrous ceramic matrix composites: Application to a 2-D SiC/SiC

International Journal of Solids and Structures

Volumn 37, Issue 6, 2000, Pages 919-942

  Camus, Gérald ^a  

^a CNRS   (France)

Author keywords

2 D SiC SiC; Anisotropic damage; Ceramic matrix composites; Constitutive model; Continuum damage mechanics

Indexed keywords

ANISOTROPY; CONTINUUM MECHANICS; CRACK PROPAGATION; INFILTRATION; MATHEMATICAL MODELS; MICROSTRUCTURE; SILICON CARBIDE; STRUCTURAL LOADS; TENSORS; THERMODYNAMICS;

CHEMICAL VAPOR INFILTRATION; CONTINUUM DAMAGE MECHANICS; FIBROUS CERAMIC MATRIX COMPOSITES; SCALAR DAMAGE VARIABLES EVOLUTION LAW;

CERAMIC MATRIX COMPOSITES;

CERAMIC MATRIX; DAMAGE; FIBER REINFORCED COMPOSITE; MECHANICAL PROPERTY; MODEL;

EID: 0343550375     PISSN: 00207683     EISSN: None     Source Type: Journal    
DOI: 10.1016/S0020-7683(99)00065-7     Document Type: Article

References (33)

1. Aubard, X., 1992. Mechanical behaviour models of 2-D SiC-SiC composites. Ph.D. thesis, University of Paris 6, France.
2. Aubard X. Modelling of the mechanical behaviour of a 2-D SiC-SiC composite at a meso-scale. Comp. Sci. Technol. 54:1995;371-378.
3. Aussedat E., Thionnet A., Renard J. Modelling of damage in composite materials submitted to off-axis loadings. Application to woven SiC/SiC. Revue Comp. Mat. Avancés. 3:(2):1993;181-193. (in French).
4. Baste S., Audouin B. On internal variables in anisotropic damage. Eur. J. of Mech. A Solids. 10:(6):1991;587-606.
5. Bataille J., Kestin J. Irreversible processes and physical interpretations of rational thermodynamics. J. Non Equil. Thermodyn. 4:1979;229-258.
6. Burr A., Hild F., Leckie F.A. Micro-mechanics and continuum damage mechanics. Arch. Appl. Mech. 65:(7):1995;437-456.
7. Burr A., Hild F., Leckie F.A. Continuum description of damage in ceramic-matrix composites. Eur. J. Mech. A/Solids. 16:(1):1997;53-78.
8. Cady C., Heredia F.F., Evans A.G. In-plane mechanical properties of several ceramic matrix composites. J. Am. Ceram. Soc. 78:(8):1995;2065-2078.
9. Camus, G., Baste, S., 1998. Development of damage in a 2-D woven C/SiC composite under off-axis and shear loadings. Internal Report, L.C.T.S.
10. Chaboche J.L. Development of continuum damage mechanics for elastic solids sustaining anisotropic and unilateral damage. Int. J. of Damage Mech. 2:1993;311-329.
11. Chaboche J.L., Lesne P.M., Maire J.F. Macroscopic modelling and damage processes in CMCs. Ceram. Trans. 57:1995;65-75.
12. Cluzel C., Allix O., Ladevèze P., Peres P. Damage meso-modelling of 3-D evolutive composite. Bunsell A.R., Jamet J.F., Massiah A. Developments in the Science and Technology of Composite Materials, ECCM5. 1992;591-596 European Association for Composite Materials, Bordeaux.
13. Duvaut G. Functional analysis and continuum mechanics. Application to the study of elastic composite materials with periodic structures. Koiter W.T. Theoretical and Applied Mechanics. 1976;119-132 North-Holland. (in French).
14. Evans A.G., Marshall D.B. The mechanical behavior of ceramic matrix composites. Acta. Metall. 37:1989;2567-2583.
15. Fung Y.C. Foundations of Solid Mechanics. 1965;Prentice-Hall Inc, Englewood Cliffs, New Jersey.
16. Germain P., Nguyen Q.S., Suquet P. Continuum thermodynamics. J. Appl. Mech. 50:1983;1010-1020.
17. Gudmundson P., Ostlund S. Prediction of thermoelastic properties of composite laminates with matrix cracks. Comp. Sci. Technol. 44:1992;95-105.
18. Guillaumat, L., 1994. Microcracking of CMCs: Relationships with the microtexture and the mechanical behavior. Ph.D. thesis, University of Bordeaux, France.
19. Harris C.E., Lee J.W., Allen D.H. Internal state variable approach for predicting stiffness reduction in fibrous laminated composites with matrix cracks. J. Comp. Mat. 23:1989;1273-1291.
20. Jouin J.M., Cotteret J., Christin F. SiC/SiC interphase: case history. Peteves S.D. Designing Ceramic Interfaces II. 1993;191-203 Commission of the European Communities, Brussels, Luxembourg.
21. Kachanov L.M. Time of the rupture process under creep conditions. Izv. Akad. Nauk., S.R.S., Odt. Tekh. Nauk. 8:1958;26-31.
22. Krajcinovic D. Damage mechanics. Mech. Mat. 8:1989;117-197.
23. Ladevèze P. Inelastic strains and damage. Talreja R. Damage Mechanics of Composite Materials. 1994;117-138 Elsevier Science B.V.
24. Ladevèze P., Gasser A., Allix O. Damage mechanisms modeling for ceramic composites. J. Eng. Mat. Tech. 116:1994;331-336.
25. Laws N., Dvorak G.J. The effect of fiber breaks and aligned penny-shaped cracks on the stiffness and energy release rates in unidirectional composites. Int. J. Solids Struct. 23:1987;1269-1283.
26. Lemaître J., Chaboche J.L. Mechanics of Solid Materials. 1985;Bordas, Paris. (in French).
27. Lemaître J. A Course on Damage Mechanics. 1992;Springer-Verlag, Berlin, Heidelberg.
28. Maire J.F., Pacou D. Tension-compression-torsion tests on ceramic-matrix composite tubes. Baptiste D., Vautrin A. JNC 10. vol. 3:1996;1225-1234 AMAC, Paris, France. (in French).
29. Matzenmiller A., Lubliner J., Taylor R.L. A constitutive model for anisotropic damage in fiber-composites. Mech. Mat. 20:1995;125-152.
30. Ortiz M. A constitutive theory for the inelastic behavior of concrete. Mech. Mat. 4:1985;67-93.
31. Poss, M., 1982. Damage and rupture of carbon-carbon composite materials. Ph.D. thesis, University of Paris VI, France.
32. Talreja R. Continuum modelling of damage in ceramic matrix composites. Mech. Mat. 12:1991;165-180.
33. Wang S.W., Parvizi-Majidi A. Experimental characterization of the tensile behaviour of Nicalon fibre-reinforced calcium aluminosilicate composites. J. Mater. Sci. 27:1992;5483-5496.