We consider a problem of coupled thermoelasticity for a layer weakened by a through hole and construct its homogeneous and F-solutions. By using these solutions, the boundary-value problem is reduced to a system of singular integral equations of the second kind. The dependence of the dynamical concentration of relative circular stresses on the first relative wave number is analyzed. The effect of coupling of the thermomechanical fields is demonstrated. When you are citing the document, use the following link http://essuir.sumdu.edu.ua/handle/123456789/2163
A new closed solution of an axisymmetric non-stationary problem is constructed for a rigidly fixed ...
In the continuum mechanics there is a class of problems that cannot be solved directly or the soluti...
A two-dimensional mathematical model of the thermoelastic state has been built for a circular plate ...
We consider a problem of coupled thermoelasticity for a layer weakened by a through hole and constru...
A boundary-value problem of coupled thermoelasticity for a half-layer with a hole and mixed boundary...
A boundary-value problem of coupled thermoelasticity for a half-layer with a hole and mixed boundary...
An explicit analytic solution for thermal stresses in an infinite thermoelastic medium with two circ...
An explicit analytic solution for thermal stresses in an infinite thermoelastic medium with two circ...
Abstract An explicit analytic solution for thermal stresses in an infinite thermoelastic medium with...
An explicit analytic solution for thermal stresses in an infinite thermoelastic medium with two circ...
An explicit analytic solution for thermal stresses in an infinite thermoelastic medium with two circ...
A mathematical statement for the coupled stationary thermoelasticity is given on the basis of a vari...
The linear theory of thermoelasticity without energy dissipation for isotropic and homogeneous mater...
AbstractThe state of stress and strain of previously loaded viscoelastic bodies with holes originati...
The paper presents a closed form solution of the three-dimensional stress problem for an infinite tr...
A new closed solution of an axisymmetric non-stationary problem is constructed for a rigidly fixed ...
In the continuum mechanics there is a class of problems that cannot be solved directly or the soluti...
A two-dimensional mathematical model of the thermoelastic state has been built for a circular plate ...
We consider a problem of coupled thermoelasticity for a layer weakened by a through hole and constru...
A boundary-value problem of coupled thermoelasticity for a half-layer with a hole and mixed boundary...
A boundary-value problem of coupled thermoelasticity for a half-layer with a hole and mixed boundary...
An explicit analytic solution for thermal stresses in an infinite thermoelastic medium with two circ...
An explicit analytic solution for thermal stresses in an infinite thermoelastic medium with two circ...
Abstract An explicit analytic solution for thermal stresses in an infinite thermoelastic medium with...
An explicit analytic solution for thermal stresses in an infinite thermoelastic medium with two circ...
An explicit analytic solution for thermal stresses in an infinite thermoelastic medium with two circ...
A mathematical statement for the coupled stationary thermoelasticity is given on the basis of a vari...
The linear theory of thermoelasticity without energy dissipation for isotropic and homogeneous mater...
AbstractThe state of stress and strain of previously loaded viscoelastic bodies with holes originati...
The paper presents a closed form solution of the three-dimensional stress problem for an infinite tr...
A new closed solution of an axisymmetric non-stationary problem is constructed for a rigidly fixed ...
In the continuum mechanics there is a class of problems that cannot be solved directly or the soluti...
A two-dimensional mathematical model of the thermoelastic state has been built for a circular plate ...