Add to ORKGThe numerical method is given for solving the plane problem for two bonded infinite dissimilar elastic strips which contain cracks of various configurations. The problem is intended to approximate a composite beam or a plate having cracks perpendicular to and on the interface of the two layers
AbstractSome composite materials are constructed of two dissimilar half-planes bonded by a nonhomoge...
Many structures, both man-made and of natural origin, are composed of different elastic materials fo...
Green's functions are derived for the plane elastostatics problem of a dislocation in a bimaterial s...
The basic crack problem which is essential for the study of subcritical crack propagation and fractu...
The plane problem of two bonded elastic half planes containing a finite crack perpendicular to and g...
The symmetrical problem of two transverse cracks in an elastic strip with reinforced surfaces is for...
The problem of a laminate composite in the presence of a crack located normal to the bond lines is c...
The plane elastostatic problem for two bonded half planes containing an arbitrarily oriented crack i...
AbstractSome composite materials are constructed of two dissimilar half-planes bonded by a nonhomoge...
The contour integral method is extended to general boundary value problems involving imperfect bondi...
The antiplane shear problem for two bonded dissimilar half planes containing a semi-infinite crack o...
The plane problem of a bonded medium, comprising of an elastic strip or layer sandwiched between two...
The elastostatic problem for a nonhomogeneous plane which consists of two sets of periodically arran...
The plane strain problem of a multi-layered composite with parallel cracks is considered. The main o...
AbstractIn this paper, the stress intensity factors (SIFs) of a single edge interface crack in the b...
AbstractSome composite materials are constructed of two dissimilar half-planes bonded by a nonhomoge...
Many structures, both man-made and of natural origin, are composed of different elastic materials fo...
Green's functions are derived for the plane elastostatics problem of a dislocation in a bimaterial s...
The basic crack problem which is essential for the study of subcritical crack propagation and fractu...
The plane problem of two bonded elastic half planes containing a finite crack perpendicular to and g...
The symmetrical problem of two transverse cracks in an elastic strip with reinforced surfaces is for...
The problem of a laminate composite in the presence of a crack located normal to the bond lines is c...
The plane elastostatic problem for two bonded half planes containing an arbitrarily oriented crack i...
AbstractSome composite materials are constructed of two dissimilar half-planes bonded by a nonhomoge...
The contour integral method is extended to general boundary value problems involving imperfect bondi...
The antiplane shear problem for two bonded dissimilar half planes containing a semi-infinite crack o...
The plane problem of a bonded medium, comprising of an elastic strip or layer sandwiched between two...
The elastostatic problem for a nonhomogeneous plane which consists of two sets of periodically arran...
The plane strain problem of a multi-layered composite with parallel cracks is considered. The main o...
AbstractIn this paper, the stress intensity factors (SIFs) of a single edge interface crack in the b...
AbstractSome composite materials are constructed of two dissimilar half-planes bonded by a nonhomoge...
Many structures, both man-made and of natural origin, are composed of different elastic materials fo...
Green's functions are derived for the plane elastostatics problem of a dislocation in a bimaterial s...