Abstract
Abstract
Stress analysis of composite structures with bridged cracks and damaged zones is performed with the direct boundary integral equations method in axisymmetric formulation. It is assumed that: a) the crack faces interact in some zones behind of the cracks edges (bridged zones); b) these zones width can be comparable to the whole crack size; c) adjacent parts of the structure can be connected by mechanical ligaments (including interfaces ahead of cracks fronts) and the relative displacements of these parts can occur under the loading (these zones consider as damaged zones). The boundary element software to solve axisymmetric problems of elasticity with interfacial bridged cracks and damaged zones was developed. The results for different properties of composite materials and bonds are presented. Applications the bridged crack approach to modeling of cracks self-healing is remarked.
Subject
General Physics and Astronomy
Reference24 articles.
1. Concepts for bridged cracks in fracture and fatigue;Cox;Acta Metallurgica et Materialia,1994
2. Modeling of crack self-healing kinetics;Perelmuter;Physical Mesomechanics,2020
3. Nonlinear analysis of crazes;Weitsman;Journal of Applied Mechanics,1986
4. Crack reinforcement by distributed springs;Rose;Journal of the Mechanics and Physics of Solids,1987
5. Penny-shaped crack bridged by fibres;Movchan;Quarterly of Applied Mathematics,1998