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

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 …

Incipient plasticity and dislocation loop (DL) evolution are two important plastic behaviors of
ceramic materials. In this work, we performed molecular dynamics simulations of the …

The formation of a dipole of edge dislocations in the consecutive interfaces of two
neighboring square-shaped nanowires has been investigated from an energy-based …

Theoretical model of a spherical pore in a decahedral small particle. A theoretical model of
mechanical stress relaxation in decahedral particles by the formation of a central spherical …

The present work aims to provide the differences in elasticity of pentagonal wires and rods
within the framework of distributed and single disclination models, employing both the …

In the present work, the pair interaction of coaxial circular prismatic dislocation loops (PDLs)
arbitrary placed in elastic solids with free spherical surfaces is considered. The analytical …

The introduction, from the matrix free-surface, of dislocations in the interfaces of strained
precipitates embedded in a semi-infinite matrix has been theoretically investigated. For two …

A brief review of solutions of boundary-value problems in the theory of elasticity for defects in
nanoscale and nanocomposite solids, which were found during the last three decades in the …

The interaction between edge dislocations and a cylindrical circular cavity embedded in an
infinite-size solid submitted to a biaxial stress has been studied from a theoretical point of …