We study the geometrically nonlinear vibrations of rectangular micro/nanoplates with an
account of small-scale effects in a framework of the nonlocal elasticity theory. Hamilton's …

This book offers up novel research which uses analytical approaches to explore nonlinear
features exhibited by various dynamic processes. Relevant to disciplines across …

In this paper vibrations of the isotropic micro/nanoplates subjected to transverse and in-
plane excitation are investigated. The governing equations of the problem are based on the …

The geometrically nonlinear vibrations of simply supported double-layer graphene sheet
systems under in-plane magnetic field are considered in the presented manuscript. The …

Nonlinear vibrations of the orthotropic nanoplates subjected to an influence of in-plane
magnetic field are considered. The model is based on the nonlocal elasticity theory. The …

Free vibrations of microplates with non‐classical shape are considered in the paper.
Governing equations are based on the modified couple stress theory and Kirchhoff–Love …

This work specifically examines the modeling of the transient thermodynamic reaction of a
Kirchhoff–Love thermoelastic thin circular plate that is simply supported and set on an elastic …

This paper presents a three-dimensional displacement-based formulation to investigate the
free vibration of functionally graded nanoplates resting on a Winkler-Pasternak foundation …

Investigating the dynamic behaviour of circular plate resting on elastic foundations are very
important in designing of structural systems. This study examines the free vibration analysis …

We study the inverse problem of determining the Winkler coefficient in a nanoplate resting
on an elastic foundation and clamped at the boundary. The nanoplate is described within a …