Two approaches for studying the impact response of viscoelastic engineering structures are
considered by the example of the dynamic response of a viscoelastic Bernoulli–Euler beam …

The analytical damped dynamic stiffness formulation is developed for the dynamic response
analysis of orthotropic viscoelastic plate built-up structures with a general frequency …

In this paper, a fractional viscoelastic model is presented for vibration analysis of a fully
simply supported plate excited by the supports movement. To govern the steady-state …

The paper aims to find dynamic response of fractionally damped rectangular viscoelastic
plates under low-velocity impact of a mass. The general fractional (Rubbery, Transition and …

This paper considers nonlinear vibration of fractional viscoelastic Polyethylene
Terephthalate (PET) membranes subjected to external excitation. Particular attention has …

An effective numerical algorithm is presented to analyze the fractional viscoelastic plate in
the time domain for the first time in this paper. The viscoelastic behavior of the plate is …

The aim of this work is to propose a numerical approach based on the local weak
formulations and finite difference scheme to solve the two-dimensional fractional-time …

This paper deals with nonlinear random vibrations of a beam comprising a fractional
derivative element; the nonlinear term arises from the assumption of moderately large beam …

This paper deals with the analysis of chaotic vibrations of simply supported nonlinear
viscoelastic plate with fractional derivative model and subjected to parametric and external …

The question is discussed on the possibility of utilization of such simplest fractional
derivative viscoelastic models as Kelvin-Voigt and standard linear solid models for the …