A deformed rigid body with elastic, viscoelastic or viscoplastic properties is considered in the paper aiming at the effective mathematical body creation of the boundary-value problem formalization for two-dimensional singly connected objects. The solution of the complex of arising mathematical problems is also the aim of the paper. As a result the convenient and effective method of boundary representations for the description and processing of the mechanics boundary-value problem solution has been developed. Mathematical methods of the boundary-value problem solution for homogeneous and heterogeneous biharmonic equations have been created. A model of a viscoplastic medium has been described in "complex variables". New applied pro...
The algorithm for numerical realization of boundary conditions of contact interaction of deformable ...
The objective of this work is the development and application of the boundary element algorithm for ...
The methods, algorithms and computer programs for elastic-plastic and elastic-viscous-plastic proble...
Solid deformed bodies, plates, shells are investigated in the paper aiming at the development and im...
Methods of boundary and finite elements in mechanics of a deformed solid body are investigated in th...
The work covers the two-dimensional elastic bodies feeling the combined action of the mechanical, te...
Linear statical problems of the mechanics of a deformed solid body are considered in the paper aimin...
There exists an opinion that the modern numerical methods allow to solve practically any problem in ...
Deformable solids have a particularly complex character; mathematical modeling is not always simple ...
New exact solutions have been constructed, grouping properties of deformed solid body mechanics equa...
AbstractA unified approach, originating from Cauchy integral theorem, is presented to derive boundar...
Available from VNTIC / VNTIC - Scientific & Technical Information Centre of RussiaSIGLERURussian Fed...
A numerical algorithm is developed for solving the boundary integral equations for two dimensional i...
The problems on the quantitative description of the elastic and non-elastic deformation processes in...
A numerical algorithm is developed for solving the boundary integral equations for two dimensional i...
The algorithm for numerical realization of boundary conditions of contact interaction of deformable ...
The objective of this work is the development and application of the boundary element algorithm for ...
The methods, algorithms and computer programs for elastic-plastic and elastic-viscous-plastic proble...
Solid deformed bodies, plates, shells are investigated in the paper aiming at the development and im...
Methods of boundary and finite elements in mechanics of a deformed solid body are investigated in th...
The work covers the two-dimensional elastic bodies feeling the combined action of the mechanical, te...
Linear statical problems of the mechanics of a deformed solid body are considered in the paper aimin...
There exists an opinion that the modern numerical methods allow to solve practically any problem in ...
Deformable solids have a particularly complex character; mathematical modeling is not always simple ...
New exact solutions have been constructed, grouping properties of deformed solid body mechanics equa...
AbstractA unified approach, originating from Cauchy integral theorem, is presented to derive boundar...
Available from VNTIC / VNTIC - Scientific & Technical Information Centre of RussiaSIGLERURussian Fed...
A numerical algorithm is developed for solving the boundary integral equations for two dimensional i...
The problems on the quantitative description of the elastic and non-elastic deformation processes in...
A numerical algorithm is developed for solving the boundary integral equations for two dimensional i...
The algorithm for numerical realization of boundary conditions of contact interaction of deformable ...
The objective of this work is the development and application of the boundary element algorithm for ...
The methods, algorithms and computer programs for elastic-plastic and elastic-viscous-plastic proble...