This elaboration considers the crack problems for infinite thermoelastic solids subjected to steady temperature or heat flux. The crack faces are assumed to be insulated. Green’s functions are obtained for the thermal stress intensity factors of modes I and II. The Green’s functions are defi-ned as a solution to the problem of a thermoelastic transversely isotropic solid with a penny-shaped or an external crack under general axisymme-tric thermal loadings acting along a circumference on the plane parallel to the crack plane
AbstractThe problem of a penny-shaped crack subjected to symmetric uniform heat flux in an infinite ...
Thermo-mechanical stress field equations are developed for a mixed-mode crack propagating at constan...
Linear thermoelastic problems solved for thermal stress and displacement fields in elastic solids we...
This elaboration considers the crack problems for infinite thermoelastic solids subjected to steady ...
The subject of the paper are Green’s functions for the stress intensity factors of modes I, II and I...
A closed-form expression of the stress intensity factor is derived for a problem of straight crack i...
The problem of two collinear cracks in an orthotropic solid under antisymmetrical linear heat flow i...
A closed form solution of an axisymmetric problem is obtained when an interior surface concentrated ...
A closed form solution of an axisymmetric problem is obtained when an interior surface concentrated ...
The modified complex variable function method with the continuity conditions of the resu...
The widespread use of composites in structural applications has led to increased interest in the ela...
AbstractUsing the formal asymptotic approximation of the Mode I stress intensity factor for an edge ...
A two-dimensional mathematical model of the thermoelastic state has been built for a circular plate ...
A two-dimensional mathematical model of the thermoelastic state has been built for a circular plate ...
AbstractPlane thermoelasticity solutions are presented for the problem of a crack in bonded material...
AbstractThe problem of a penny-shaped crack subjected to symmetric uniform heat flux in an infinite ...
Thermo-mechanical stress field equations are developed for a mixed-mode crack propagating at constan...
Linear thermoelastic problems solved for thermal stress and displacement fields in elastic solids we...
This elaboration considers the crack problems for infinite thermoelastic solids subjected to steady ...
The subject of the paper are Green’s functions for the stress intensity factors of modes I, II and I...
A closed-form expression of the stress intensity factor is derived for a problem of straight crack i...
The problem of two collinear cracks in an orthotropic solid under antisymmetrical linear heat flow i...
A closed form solution of an axisymmetric problem is obtained when an interior surface concentrated ...
A closed form solution of an axisymmetric problem is obtained when an interior surface concentrated ...
The modified complex variable function method with the continuity conditions of the resu...
The widespread use of composites in structural applications has led to increased interest in the ela...
AbstractUsing the formal asymptotic approximation of the Mode I stress intensity factor for an edge ...
A two-dimensional mathematical model of the thermoelastic state has been built for a circular plate ...
A two-dimensional mathematical model of the thermoelastic state has been built for a circular plate ...
AbstractPlane thermoelasticity solutions are presented for the problem of a crack in bonded material...
AbstractThe problem of a penny-shaped crack subjected to symmetric uniform heat flux in an infinite ...
Thermo-mechanical stress field equations are developed for a mixed-mode crack propagating at constan...
Linear thermoelastic problems solved for thermal stress and displacement fields in elastic solids we...
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