Fiber-and particle-reinforced composite materials with the Gurtin–Murdoch and Steigmann–Ogden surface energy endowed interfaces
SG Mogilevskaya… - Applied …, 2021 - asmedigitalcollection.asme.org
Modern advances in material science and surface chemistry lead to creation of composite
materials with enhanced mechanical, thermal, and other properties. It is now widely …
materials with enhanced mechanical, thermal, and other properties. It is now widely …
Mechanical models and numerical simulations in nanomechanics: A review across the scales
This work gives an overview of the theoretical background and of the numerical modelling
framework used to describe the mechanical properties and the response of materials on …
framework used to describe the mechanical properties and the response of materials on …
On effective properties of materials at the nano-and microscales considering surface effects
VA Eremeyev - Acta Mechanica, 2016 - Springer
In the last years, the rapid increase in the technical capability to control and design materials
at the nanoscale has pushed toward an intensive exploitation of new possibilities …
at the nanoscale has pushed toward an intensive exploitation of new possibilities …
A nonlocal surface theory for surface–bulk interactions and its application to mechanics of nanobeams
A nonlocal surface theory is proposed for interactions between surface and bulk media of
nanostructures. The nonlocal elasticity theory is generalized to account for nonlocal …
nanostructures. The nonlocal elasticity theory is generalized to account for nonlocal …
Continuum modelling of pantographic sheets for out-of-plane bifurcation and vibrational analysis
A nonlinear two-dimensional (2D) continuum with a latent internal structure is introduced as
a coarse model of a plane network of beams which, in turn, is assumed as a model of a …
a coarse model of a plane network of beams which, in turn, is assumed as a model of a …
Theory and computation of higher gradient elasticity theories based on action principles
In continuum mechanics, there exists a unique theory for elasticity, which includes the first
gradient of displacement. The corresponding generalization of elasticity is referred to as …
gradient of displacement. The corresponding generalization of elasticity is referred to as …
Energy approach to brittle fracture in strain-gradient modelling
L Placidi, E Barchiesi - Proceedings of the Royal Society …, 2018 - royalsocietypublishing.org
In this paper, we exploit some results in the theory of irreversible phenomena to address the
study of quasi-static brittle fracture propagation in a two-dimensional isotropic continuum …
study of quasi-static brittle fracture propagation in a two-dimensional isotropic continuum …
Micromechanics-based elasto-plastic–damage energy formulation for strain gradient solids with granular microstructure
This paper is devoted to the development of a continuum theory for materials having
granular microstructure and accounting for some dissipative phenomena like damage and …
granular microstructure and accounting for some dissipative phenomena like damage and …
Second strain gradient elasticity of nano-objects
Mindlin's second strain gradient continuum theory for isotropic linear elastic materials is
used to model two different kinds of size-dependent surface effects observed in the …
used to model two different kinds of size-dependent surface effects observed in the …
[图书][B] Compendium on gradient materials
A Bertram - 2023 - Springer
Although already suggested in the middle of the 19th century, have material models that
include higher gradients of the kinematical variables become a blossoming field of research …
include higher gradients of the kinematical variables become a blossoming field of research …