In practical engineering, changes of environment temperature can significantly alter natural
characteristics of a pipe system. In current work, the exact non-trivial equilibrium …

Mathematical formulation is proposed to deal with average bi-Helmholtz kernel (BHK) based
stress-driven nonlocal integral model (SDNIM) with discontinuity, which is converted into …

This article presents a hygro-thermal-damping vibration analysis of two-variable shear
deformation beams supported by a visco-Pasternak foundation. In contrast to the majority of …

We study the buckling and free vibration of functionally graded (FG) sandwich Timoshenko
beams resting on an elastic foundation. In contrast to the majority of the literature on this …

The size-dependent buckling problem of cracked micro-and nanocantilevers, which have
many applications as sensors and actuators, is studied by the stress-driven nonlocal theory …

In this work, the influence of elastic foundation on a size-dependent free vibration of
functionally graded (FG) curved Euler-Bernoulli nanobeam is investigated on the basis of …

Modeling the nonlocal behavior of small-scale structures is almost controversial. The
recently developed approach, known as the stress-driven nonlocal model, in which the …

Parametric resonance is a kind of specific fluid-induced vibration for pipes conveying fluid.
This paper focuses on revealing the qualitative characteristics of parametric resonances of …

A nonlocal study of the vibration responses of functionally graded (FG) beams supported by
a viscoelastic Winkler-Pasternak foundation is presented. The damping responses of both …

Nonlocal theories are well established to model statics and dynamics of small-size
structures. Recent studies investigated elastic wave propagation in nonlocal beams and …