In this paper, a four-nodded straight-sided geometric element is proposed for shear buckling
problem of functionally graded material (FGM) composite and carbon nanotube (CNT) …

This paper presents the simple hp-cloud meshless method for the stability analysis of
moderately thick plates with various shapes subjected to uniaxial and biaxial in-plane …

Time depended deformation and critical buckling load of viscoelastic thick plates were
studied using finite strip method with the trigonometric functions in longitudinal direction and …

The purpose of this study is to extend a new mixed-type finite element (MFE) model,
developed earlier by the present authors for the analysis of viscoelastic Kirchhoff plates …

In this paper, a dynamic stability analysis of moderately thick viscoelastic plates is performed
employing the Boltzmann integral law with constant bulk modulus. The remarkable and new …

A semi analytical finite strip method is developed for the analysis of viscoelastic plates with
different end conditions using bubble functions. Each plate may be subjected to different …

This research introduces a closed-form solution for the time-dependent p-delta analysis of a
viscoelastic plate based on the linear static analysis of an elastic plate for the first time, by …

In this paper, the stability analysis of moderately thick time-dependent viscoelastic plates
with various shapes is studied using the Laplace–Carson transformation and simple hp …

This paper proposes the time-dependent instability of Timoshenko viscoelastic beams and
Mindlin viscoelastic plates with different geometrical and material properties subjected to …

This paper presents a new method for bending analysis of moderately thick viscoelastic
plates using elasticity responses at asymptotic times. The displacement vector is …