Damage accumulation and redistribution of stresses in fiber reinforced material

Authors

  • Pedro Tamayo Meza Instituto Politécnico Nacional
  • Anatoli S. Ovchinsky Russian Academy of Sciences
  • Juan M. Sandoval Pineda National Polytechnic Institute
  • Luis A. Flores Herrera National Polytechnic Institute
  • Alejandro Álvarez Zapata National Polytechnic Institute

Keywords:

Fracture, interface, delamination, fiber, matrix

Abstract


During the analysis of fracture processes of composite materials we deal with the interaction of different factors that have a very particular character. There exist a substantial variation between the breaking resistance of the fibers, the resistance of the matrix and the adhesion resistance of the matrix, as well as the arrangement of the reinforcement which is erratic and random. The unpredictable interaction between these factors during the fracture of the compound is not fully described by using probabilistic methods. The development of computational methods opens an enormous amount of possibilities to simulate the influence of these factors during the fracture process of the composite. The use of computational methods is complex because the algorithms must synthesize both physical and mechanical problems of materials considering at the same time the real structure of the materials. Because of that, the use of fundamental criteria is suitable in order to create the simulation of the delamination processes in cracked fibers and the development of cracks in the matrix.

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References

T. Vaughan, C. McCarthy. “Micromechanical modeling of the transverse damage behavior in the fiber reinforced composites”. Composites Science and Technology. Vol. 71. 2011. pp. 388-396.

B. Rosen. Mechanics of strain-hardening of composites, in: Fiber Composites [ Russian translation]. 1st ed. Ed. Mir. Moscow. Russia. 1967. pp. 54-96.

B. Semionov, S. Kruglov, Y. Tishenkova. “Study of strength and fracture tensile, reinforced steel and boron fibers”. Composites Materials. 2nd ed. Ed. M. Nauka. Minsk. Russia. 1981. pp. 82-88.

G. Guniayev, A. Zhigun, B. Perov. “The strength of born fibers” The mechanics of polymers. Vol. 6. 1970. pp. 1141-1145.

Y. Gusiev, A. Ovchinsky. “Modelirovaniye na IBM protsessov razrusheniya voloknistij kompositsionnij materialov pri postoyanno deistvuyushey raztiagivayushey nagruzke” Mecánica de Materiales Compuestos. Vol. 2. 1984. pp. 263-270.

H. Niederreiter. “Quasi-Monte Carlo methods and pseudo-random numbers”. Bulletin of the American Mathematical Society. ed. 84th. Boston. USA. 1978. pp. 957-1041.

I. Sobol. Monte Carlo Computational Methods. 1st ed. Ed. Nauka. Moscow. Russia. 1973, pp. 312.

A.Wilkinson, D. Dingley. “The distribution of plastic deformation in a metal matrix composite caused by straining transverse to the fibre direction”. Acta Metallurgica et Materialia. Vol. 40. 1992. pp. 3357-3368.

K. Hibbitt. Dassault Systems ABAQUS/Standard User’s Manual, version 5.6. Rhode Island, USA. 1996.

E. Car, F. Zalamea, S. Oller, J. Miguel, E. Oñate. “Numerical simulation of the fiber reinforced composite materials – two procedures”. Int. J. Solids Struct. Vol. 39. 2002. pp. 1967-1986.

E. Barbero, P. Lonetti. “A damage model for composites defined in terms of available data”. J. mech. Compos. Mater. Struct. Vol. 8. 2001. pp. 299-316.

P. Maimí, P. Camanho, J. Mayugo, C. Dávila. “A continuum damage model for composite laminates: Part I – Constitutive model”. Machanics of Materials. Vol. 39. 2007. pp. 897-908.

S. Mileiko, N. Sorokin, A. Tsirlin. “Strength of boroaluminium composite reinforced with brittles fibers”. Mejanika Polimerov. Vol. 5. 1973. pp. 840-846.

C. Dávila, P. Camanho, C. Rose. “Failure criteria for FRP laminates”. J. Compos. Mater. Vol. 39. 2005. pp. 323-345.

R. O´Higgins, C. McCarthy, M. McCarthy.” Identification of damage and plasticity parameters for continuum damage mechanics modeling of carbon and glass-reinforced composite materials”. Strain. Vol. 47. 2009. pp. 105-115.

D. Trias, J. Costa, J. Mayugo, J. Hurtado. “Random models versus periodic models for fiber reinforced composites”. Comput. Mater. Sci. Vol. 38. 2006. pp. 316-324.

Published

2014-01-17

How to Cite

Tamayo Meza, P., Ovchinsky, A. S., Sandoval Pineda, J. M., Flores Herrera, L. A., & Álvarez Zapata, A. (2014). Damage accumulation and redistribution of stresses in fiber reinforced material. Revista Facultad De Ingeniería Universidad De Antioquia, (69), 109–123. Retrieved from https://revistas.udea.edu.co/index.php/ingenieria/article/view/18139