Add to ORKGDefects in rigid bodies are considered in the paper aiming at the theoretical investigation of the behaviour for longitudinal defects in crystals under non-equilibrium conditions. As a result the Pajerls secondary barrier value for dislocation excessive bend has been calculated. The closed system of non-linear equations for a crystal with dislocations with the account of dissipative processes has been found. The instability of the dislocation form at its motion in a crystal, strongly oversaturated by holes, has been detected and investigatedAvailable from VNTIC / VNTIC - Scientific & Technical Information Centre of RussiaSIGLERURussian Federatio
A dislocation is a crystal defect which corresponds to a discontinuity in the crystalline structure ...
The differential equation of equilibrium is derived for a dislocation pinned at two points in the sa...
The proposed existence of the edge and screw dislocation in the 1930s, and the subsequent work showi...
Real crystals, containing dislocations and point defects, are considered in the paper aiming at the ...
The aim of the work is a detailed theoretical study of diffusion processes for vacancies and analysi...
The equilibrium state of moving dislocations in a crystal during the constant strain-rate deformatio...
The kinetic theory construction of the formation and growth of other phase inclusions in a solid bod...
The theme of the present thesis is the influence of dislocations on the point-defect population in s...
The motion of an overdamped string in a periodic potential under the action of an external driving f...
In this article, we present briefly a mathematical study of the dynamics of line defects called disl...
This thesis is devoted to the mathematical analysis of models describing the energy of defects in cr...
AbstractA linear theory of the elasto-plasticity of crystalline solids based on a continuous represe...
We propose a discrete model providing a unified description of lattice induced drag for a class of d...
Dislocation patterns arise in a large variety of situations where crystalline materials are submitte...
A phase-field model of a crystalline material is introduced to develop the necessary theoretical fra...
A dislocation is a crystal defect which corresponds to a discontinuity in the crystalline structure ...
The differential equation of equilibrium is derived for a dislocation pinned at two points in the sa...
The proposed existence of the edge and screw dislocation in the 1930s, and the subsequent work showi...
Real crystals, containing dislocations and point defects, are considered in the paper aiming at the ...
The aim of the work is a detailed theoretical study of diffusion processes for vacancies and analysi...
The equilibrium state of moving dislocations in a crystal during the constant strain-rate deformatio...
The kinetic theory construction of the formation and growth of other phase inclusions in a solid bod...
The theme of the present thesis is the influence of dislocations on the point-defect population in s...
The motion of an overdamped string in a periodic potential under the action of an external driving f...
In this article, we present briefly a mathematical study of the dynamics of line defects called disl...
This thesis is devoted to the mathematical analysis of models describing the energy of defects in cr...
AbstractA linear theory of the elasto-plasticity of crystalline solids based on a continuous represe...
We propose a discrete model providing a unified description of lattice induced drag for a class of d...
Dislocation patterns arise in a large variety of situations where crystalline materials are submitte...
A phase-field model of a crystalline material is introduced to develop the necessary theoretical fra...
A dislocation is a crystal defect which corresponds to a discontinuity in the crystalline structure ...
The differential equation of equilibrium is derived for a dislocation pinned at two points in the sa...
The proposed existence of the edge and screw dislocation in the 1930s, and the subsequent work showi...