Strain-driven (ɛ D) and stress-driven (σ D) two-phase local/nonlocal integral models
(TPNIM) are applied to study the size-dependent nonlinear post-buckling behaviors of …

Recent developments in modeling and analysis of nanostructures are illustrated and
discussed in this paper. Starting with the early theories of nonlocal elastic continua, a …

Mathematical formulation is proposed to deal with average bi-Helmholtz kernel (BHK) based
stress-driven nonlocal integral model (SDNIM) with discontinuity, which is converted into …

In this article, the well-posedness of several common nonlocal models for higher-order
refined shear deformation beams is studied. Unlike the case of classic beams models, both …

This paper is related to the study of two temperature parameter effect for the axisymmetric
deformation in a two-dimensional nonlocal homogeneous isotropic thick circular plate …

In this paper, we study the well-posedness of various nonlocal integral theories for
formulating predictive models of buckling of higher-order refined shear deformation beams …

Previous studies have shown that Eringen's differential nonlocal model would lead to the ill-
posed mathematical formulation for axisymmetric bending of circular microplates. Based on …

A novel mathematical formulation is presented to deal with stress-driven two-phase
local/nonlocal integral model (SD-TPNIM) with discontinuity and symmetrical conditions …

Structures that transform solar energy into electricity have found widespread use in life and
engineering, particularly in nanoscale technologies. The study of the mechanical behavior of …

Strain-and stress-driven two-phase local/nonlocal integral models are applied to study
nonlinear post-buckling behaviors of Euler–Bernoulli nanobeam under different boundary …