Recent research studies on the application of the nonlocal continuum theory in modeling of
carbon nanotubes and graphene sheets are reviewed, and substantial nonlocal continuum …

Nanotechnology has opened a new area in science and engineering, leading to the
development of novel nano-electromechanical systems such as nanoresonators with ultra …

Atomically thin boron nitride (BN) nanosheets are important two-dimensional nanomaterials
with many unique properties distinct from those of graphene, but investigation into their …

In this research, the study of the thermoelastic flexural analysis of silicon carbide/Aluminum
graded (FG) sandwich 2D uniform structure (plate) under harmonic sinusoidal temperature …

Vibration analysis of single-layered graphene sheets (SLGSs) is investigated using nonlocal
continuum plate model. To this end, Eringens's nonlocal elasticity equations are …

Classical plate theory (CLPT) and first-order shear deformation theory (FSDT) of plates are
reformulated using the nonlocal differential constitutive relations of Eringen. The equations …

In the present work, finite element formulations for nonlocal elastic (i) Euler–Bernoulli beam
and (ii) Kirchoff plate have been reported. Nonlocal differential elasticity theory is …

In the present study, buckling and vibration of nanoplates are studied using nonlocal
elasticity theory. Navier type solution is used for simply supported plates and Levy type …

In this article, the small scale effect on the buckling analysis of biaxially compressed single-
layered graphene sheets (SLGS) is studied using nonlocal continuum mechanics. The …

In the present work, vibration analysis of multilayered graphene sheets embedded in
polymer matrix has been carried out employing nonlocal continuum mechanics. Governing …