Nonlinear vibrations of viscoelastic thin rectangular plates subjected to normal harmonic
excitation in the spectral neighborhood of the lowest resonances are investigated. The von …

In the present study, a geometrically nonlinear theory for circular cylindrical shells made of
incompressible hyperelastic materials is developed. The 9-parameter theory is higher-order …

The nonlinear mechanics of sandwich plates is studied using a layerwise third-order
thickness and shear deformation theory. In particular, the two face sheets are modelled …

This paper presents the nonlinear static analysis of circular cylindrical sandwich shells using
a higher-order thickness and shear deformation theory with nine kinematic parameters. The …

An original and consistent first-order shear deformation theory that retains all the nonlinear
terms in the in-plane displacements and rotations is presented here. The theory is …

Static and dynamic responses of a circular cylindrical shell made of hyperelastic arterial
material are studied. The material is modeled as a combination of Neo-Hookean and Fung …

The hyperelastic behavior of a thin square silicone rubber plate has been investigated
analytically, numerically and experimentally; the case of small-amplitude vibrations has …

A geometrically nonlinear theory is developed for shells of generic shape allowing for third-
order shear deformation and rotary inertia by using five parameters: in-plane and transverse …

In this paper, several modifications of the Bubnov–Galerkin method for studying flexible
rectangular plates have been constructed and validated. This is to overcome the challenges …

This work presents the mathematical modeling, based on a variational formulation, for the
analysis of the nonlinear static and dynamic breathing motions of a hyperelastic spherical …