The review presents up-to-date information on the analytical solutions of the isotropic
elasticity boundary-value problems for straight wedge disclinations. The considered plane …

A mesoscale model is introduced to study the dynamics of material defects lying at interface
junctions. The proposed framework couples the dynamics of discrete dislocation and …

A theoretical model is proposed for stress relaxation in decahedral core-shell nanoparticles
through formation of circular prismatic misfit dislocation loops at the core-shell interface. The …

This work investigates the influence of couple stresses on intrinsic and extrinsic dislocations
within three-dimensional heterogeneous multilayered structures. The materials consist of …

A kinetic model of stress-induced vacancy diffusion in pentagonal whiskers and rods is
suggested to investigate the void evolution there. In the framework of the model, the Gibbs …

An elastic interaction of the intersecting dilatation and disclination defects located in an
infinite linear isotropic media is investigated. The eigenstrain approach is employed to …

The sources of internal stresses in nanowires are considered, the model of which is an
infinite elastically isotropic cylinder of circular cross section. Sources of internal stresses are …

A theoretical model is proposed which describes stress relaxation in decahedral particles by
generation of circular prismatic dislocation loops. Providing that the particle size exceeds a …

We report on the unified approach to the classification of defects in continuum-based
analysis of the defect self-distortions. Defects of various dimensionality including point …

The stress-strain state in a hollow decahedral small particle is modeled as that caused by a
positive wedge disclination in an elastic hollow sphere. The stress and dilatation distribution …