A [90/0](s) orthotropic composite laminate with part-through matrix cracks
is considered. Stress intensity factors are determined for the cracks using
a linear-elastic analysis. These matrix cracks run along the fiber directi
on of the individual plies. The crack-geometry considered here is one where
the matrix cracks in adjacent plies form a cross-like pattern in the plan
view of the laminate. The plies are assumed bonded by thin resin-rich adhes
ive layers. These adhesive layers are modeled as distributed shear springs.
Each ply of the laminate is modeled as a thin elastic orthotropic layer un
der plane stress. The laminate is subject to both tensile and shear loading
. The mathematical model for the stresses and displacements in the layers r
educes to a pair of Fredholm. integral equations which are solved numerical
ly. The stress intensity factors show a strong dependence on crack-sizes an
d nature of loading. In particular, the magnitudes of the stress intensity
factors for the matrix crack in the 0 degrees layer are increased significa
ntly by the crack in the adjacent 90 degrees layer. (C) 2001 Elsevier Scien
ce Ltd. All rights reserved.