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Combining surface eigen-displacement and surface Poisson's ratios with surface eigen-stress and surface tangential elastic constants lays foundations of surface elasticity of solids.
The results indicate that at micrometer scale, strain gradient has a dominant effect and at nano-meter scale, surface elasticity dominates the effect on the honeycomb elastic properties.
Through simple numerical examples, it is shown that the surface elasticity has an important influence on the elastic field in the half-space.
The surface elasticity and non-local elasticity effects on the elastic behavior of statically bent nanowires are investigated in the present investigation.
We consider the effect of surface elasticity on an interface crack between two dissimilar anisotropic elastic half-planes under generalized plane strain deformation.
Effect of surface stress on stress concentration near a spherical void in an elastic medium is examined in the framework of continuum surface elasticity.
It is well-known that, contrary to the predictions based on classical theory, surface elasticity theory predicts Love waves can propagate in a homogeneous isotropic elastic fcc half-space and is dispersive.
A modified continuum model of elastic films with nano-scale thickness is proposed by incorporating surface elasticity into the conventional nonlinear Von Karman plate theory.
They demonstrate both the surface elasticity and inner lives of images, showing them to be wildly polymorphous and bubbling with conflicting emotions.
The effects of magnetic field and surface elasticity are also considered in the analysis.
This work provides the first report on the complete surface elasticity tensors of wurzite GaN by atomistic simulations.
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