Add to ORKGMixed boundary value problems for cracks or fault lines in elastic media under plane extension are considered. The material of the medium is assumed to be homogeneous and isotropic. Williams\u27 eigenfunction method is used in conjunction with the complex function theory of two-dimensional elasticity
In an earlier paper it was suggested that a knowledge of the elastic-stress variation in the neighb...
The Dugdale model was initially developed in the case of {a} mode I loading. It was extended to othe...
The singular nature of the crack tip stress field in a nonhomogeneous medium with a shear modulus wi...
The stress state of a piecewise-homogeneous elastic body, which has a semi-infinite crack along the ...
The problem of a finite plate containing collinear surface cracks is considered and solved by using ...
The elastostatic plane problem of an infinite strip containing two symmetrically located internal cr...
AbstractThe study is aimed at analytical determination of coefficients in crack tip stress expansion...
A technique is presented for dealing with the problem of an elastic domain containing an arbitrarily...
A continuing study of plane stress singularities at corners and cracks has been extended to the cas...
AbstractA selection of the author's [1,3,4,8] and some other researchers’ works deal with the formul...
In order to investigate some problems of geophysical interest, the usual consideration of symmetrica...
The analytical solution to a nonlinear problem of elasticity for the composite plane formed by conn...
The stress boundary value problem of an infinite, planar region with embedded rectilinear cracks is ...
AbstractAn exact solution of the antiplane problem for a semi-infinite interface crack in a piecewis...
The numerical method is given for solving the plane problem for two bonded infinite dissimilar elast...
In an earlier paper it was suggested that a knowledge of the elastic-stress variation in the neighb...
The Dugdale model was initially developed in the case of {a} mode I loading. It was extended to othe...
The singular nature of the crack tip stress field in a nonhomogeneous medium with a shear modulus wi...
The stress state of a piecewise-homogeneous elastic body, which has a semi-infinite crack along the ...
The problem of a finite plate containing collinear surface cracks is considered and solved by using ...
The elastostatic plane problem of an infinite strip containing two symmetrically located internal cr...
AbstractThe study is aimed at analytical determination of coefficients in crack tip stress expansion...
A technique is presented for dealing with the problem of an elastic domain containing an arbitrarily...
A continuing study of plane stress singularities at corners and cracks has been extended to the cas...
AbstractA selection of the author's [1,3,4,8] and some other researchers’ works deal with the formul...
In order to investigate some problems of geophysical interest, the usual consideration of symmetrica...
The analytical solution to a nonlinear problem of elasticity for the composite plane formed by conn...
The stress boundary value problem of an infinite, planar region with embedded rectilinear cracks is ...
AbstractAn exact solution of the antiplane problem for a semi-infinite interface crack in a piecewis...
The numerical method is given for solving the plane problem for two bonded infinite dissimilar elast...
In an earlier paper it was suggested that a knowledge of the elastic-stress variation in the neighb...
The Dugdale model was initially developed in the case of {a} mode I loading. It was extended to othe...
The singular nature of the crack tip stress field in a nonhomogeneous medium with a shear modulus wi...