This article reported an extensive review of computational modelling and analysis on
dam** and vibrational behaviors of viscoelastic structures, including experimental …

This paper addresses the size-dependent free vibration of functionally graded viscoelastic
(FGV) nanobeams including the simultaneous effects of the microstructure rotation and …

In this paper, the stability of pipes conveying fluid with viscoelastic fractional foundation is
investigated. The pipe is fixed at the beginning while the pipe end is constrained with two …

In this paper, nonlinear vibrations of fractional viscoelastic functionally graded micro-beam
are studied based on the fractional calculus. The Modified Couple Stress Theory (MCST) is …

Nonlinear vibration of a fractional viscoelastic micro-beam is investigated in this paper. The
Euler–Bernoulli beam theory and the nonlinear von Kármán strain are used to model the …

At nanoscale, surface free energies of the atoms located on the free surfaces of structures
significantly affect their mechanical characteristics. In this study, nonlinear large-amplitude …

A mathematical model of the problem of nonlinear oscillations of a viscoelastic pipeline
conveying fluid is developed in the paper. The Boltzmann–Volterra integral model with …

This paper analyzes the dynamic stability of an isotropic viscoelastic Euler–Bernoulli nano-
beam using piezoelectric materials. For this purpose, the size-dependent theory was used in …

In the present study, it is shown that the fully nonlocal elasticity is failed to analyze the
dynamic stability of Timoshenko nanobeams subjected to an axial load and, to solve this …

In order to describe the behavior of thin elements used in micro‐electro‐mechanical systems
(MEMS) and nano‐electro‐mechanical systems (NEMS), it is essential to study a nonlinear …