Methods of boundary and finite elements in mechanics of a deformed solid body are investigated in the paper aiming at the development of boundary element method (BEM) theory (the obtaining of the regularized integral relationships of a thermoelastic problem; the formula derivation of the half-analytical integration); the aglorithm elaboration of BEM and JEM synthesis; the program realization; the calculation of an ultracentrifuge rotor. As a result regularized integral relationships of a thermoelastic problem have been obtained. Formulae of the half-analytical integration have been derived. A modified algorithm of the BEM and FEM synthesis has been developed. The complex of applied programs has been realized. The calculation of an ultracent...
This chapter deals with formulations based on boundary integral equations (BIEs) for elastic and pla...
This chapter deals with formulations based on boundary integral equations (BIEs) for elastic and pla...
This chapter deals with formulations based on boundary integral equations (BIEs) for elastic and pla...
The program complex creation for the calculation of massive elastic bodies is the aim of the paper. ...
Solid deformed bodies, plates, shells are investigated in the paper aiming at the development and im...
A deformed rigid body with elastic, viscoelastic or viscoplastic properties is considered in the pap...
The field equations of plane and three-dimensional elastostatics are transformed, by a general metho...
AbstractA formulation of the plane strain problem of the theory of elasticity in stresses, for simpl...
In most structural problems the object is usually to find the distribution of stress in elastic body...
The aim of the boundary element method (BEM) is the numerical solution of integral equations derived...
The boundary integral technique was implemented in a computer code for the general static analysis o...
This chapter deals with formulations based on boundary integral equations (BIEs) for elastic and pla...
This chapter deals with formulations based on boundary integral equations (BIEs) for elastic and pla...
There are many shape and other changes in the engineering constructions. These changes cause the con...
Anisotropic elastic mediums are considered in the paper aiming at the spread of boundary integral eq...
This chapter deals with formulations based on boundary integral equations (BIEs) for elastic and pla...
This chapter deals with formulations based on boundary integral equations (BIEs) for elastic and pla...
This chapter deals with formulations based on boundary integral equations (BIEs) for elastic and pla...
The program complex creation for the calculation of massive elastic bodies is the aim of the paper. ...
Solid deformed bodies, plates, shells are investigated in the paper aiming at the development and im...
A deformed rigid body with elastic, viscoelastic or viscoplastic properties is considered in the pap...
The field equations of plane and three-dimensional elastostatics are transformed, by a general metho...
AbstractA formulation of the plane strain problem of the theory of elasticity in stresses, for simpl...
In most structural problems the object is usually to find the distribution of stress in elastic body...
The aim of the boundary element method (BEM) is the numerical solution of integral equations derived...
The boundary integral technique was implemented in a computer code for the general static analysis o...
This chapter deals with formulations based on boundary integral equations (BIEs) for elastic and pla...
This chapter deals with formulations based on boundary integral equations (BIEs) for elastic and pla...
There are many shape and other changes in the engineering constructions. These changes cause the con...
Anisotropic elastic mediums are considered in the paper aiming at the spread of boundary integral eq...
This chapter deals with formulations based on boundary integral equations (BIEs) for elastic and pla...
This chapter deals with formulations based on boundary integral equations (BIEs) for elastic and pla...
This chapter deals with formulations based on boundary integral equations (BIEs) for elastic and pla...