Assessment of the Stability of a Surface Crack in Laminates
The critical configuration of a crack arrested at a bimaterial interface is estimated. The stability of the crack in the soft material, whose front is situated at the interface between soft and stiff materials and who grows continuously sideways, is analyzed. A laminate with an ABAB structure containing a surface crack is considered in this study. The effective value of the stress intensity factor for the central segment of the crack front lying at the material interface is calculated for various geometrical and material configurations. Comparing the effective value of the factor with the corresponding threshold values, the stability of the configuration studied can be assessed. It is found that a 3D solution for estimating the effective stress intensity factor is necessary to describe the crack behavior at the interface even for a relatively shallow crack. The results presented can be helpful for the inspection of lamellar structures.
Keywordsperiodically layered composite interface crack generalized stress intensity factor fracture mechanics of interface
This work was supported by Czech Science Foundation grant No. P108/12/1560 and project RVO 68081723. The research was also supported through the Specific academic research grant of the Ministry of Education, Youth and Sports of the Czech Republic provided to Brno University of Technology, Faculty of Mechanical Engineering No. FSI-J-12-21/1693.
- 2.N. Chawla and K.K. Chawla, Metal Matrix Composites, Springer, New York (2006).Google Scholar
- 3.J. Menčík, Mechanics of Components with Treated or Coated Surfaces, Springer (1996).Google Scholar
- 4.D. N. Fenner, “Stress singularities in composite materials with an arbitrarily oriented crack meeting an interface,” Int. J. of Fracture, 12, 705–721 (1976).Google Scholar
- 12.K. Y. Lin and J. W. Mar, “Finite element analysis of stress intensity factors for crack at a bi-material interface,” Int. J. of Fracture, 12, 521–531 (1976).Google Scholar
- 17.D. R. J. Owen, Engineering Fracture Mechanics: Numerical methods and applications, Pineridge Press (1983).Google Scholar
- 20.Zhi Xue Wu, “Shape prediction of fatigue crack based on a given stress intensity factor distribution,” Key Engineering Materials, 19, 353–358 (2007).Google Scholar