The effects of surface elasticity and surface tension on the stress field near nanosized
surface asperities having at least one dimension in the range 1–100 nm is investigated. The …

We extend the analytical method developed earlier for constructing periodic Green functions
in the case of a half plane with surface stress to the problem on an interaction between the …

The effect of applying different surface elasticity models related to the Gurtin–Murdoch and
Steigmann–Ogden theories to the problem on an interaction of a dislocation row with a flat …

Within the general approach to the modified Kirsch problem incorporating surface elasticity
and residual surface stress (surface tension) by the original Gurtin–Murdoch model, the …

Surface elasticity models including the Gurtin–Murdoch theory within the framework of
continuum mechanics are analyzed and applied to the 2-D boundary value problem of a …

The 2-D problem of interacting periodic set of edge dislocations and point forces with planar
traction-free surface of semi-infinite elastic solid at the nanoscale is considered. Complex …

A parametric energy-based framework is developed to describe the elastic strain relaxation
of interface dislocations. By means of the Stroh sextic formalism with a Fourier series …

Using the mathematical framework of surface/interface elasticity theory, an analytical
solution is presented for the antiplane scattering of Love waves by a surface-breaking crack …

Propagation of the torsional surface waves in a medium consisting of a functionally graded
(FG) substrate bonded to a thin piezoelectric over-layer has been analytically formulated in …

This paper, in line with the previous study [23], is concerned with the finite element
implementation of nanoplates. However, in this contribution free vibration responses of …