The nonlinear static buckling analysis of magneto-electro-elastic sandwich plate on
Pasternak-type elastic foundations subjected to the mechanical, thermal, electric and …

A new higher-order finite element for the static analysis of two-directional functionally graded
(2D FG) porous beams subjected to various boundary conditions based on parabolic shear …

In this paper, the non-linear static analysis of Timoshenko nanobeams consisting of bi-
directional functionally graded material (BFGM) with immovable ends is investigated. The …

This paper studies the free vibration behavior of bi-dimensional functionally graded (BFG)
nanobeams subjected to arbitrary boundary conditions. According to Eringen's nonlocal …

In this study, the spectral element method to assess free vibration of axially-loaded
functionally-graded beams according to the first-order shear deformation theory is …

Functionally graded (FG) micro-structures showing high strength to weight ratios, good
energy efficiency, absorption ability and high thermal conductance have wide applications in …

In this paper, a comprehensive analysis of the nonlinear vibrations of nanobeams on
nonlinear foundations under primary resonance excitation is presented. By utilizing …

This article studies the role of temperature and nonlocality on the low-and high-frequency
behaviors of functionally graded sandwich nanoplates resting on Winkler–Pasternak …

In this study, a novel theory, called the modified nonlocal strain gradient theory, is
established for the analysis of functionally graded nanoplates. This theory integrates the …

Different engineering systems are governed by differential equations that can be solved
using classical numerical approximation methods. With these methods, relatively accurate …