A series solution for the in-plane vibration analysis of orthotropic rectangular plates with non-uniform elastic boundary constraints and internal line supports

D Shi, Q Wang, X Shi, F Pang - Archive of Applied Mechanics, 2015 - Springer
In this investigation, the free in-plane vibration analysis of orthotropic rectangular plates with
non-uniform boundary conditions and internal line supports is performed with a modified …

A novel and highly effective natural vibration modal analysis to predict nominal strength of open hole glass fiber reinforced polymer composites structure

MY Abdellah, MK Hassan, AF Mohamed, KA Khalil - Polymers, 2021 - mdpi.com
Glass fiber reinforced polymer (GFRP) composite laminates are considered the key material
in many industries such as the infrastructure industries and the aerospace sector, and in …

Control of a laminated composite plate resting on Pasternak's foundations using magnetostrictive layers

AM Zenkour, HD El-Shahrany - Archive of Applied Mechanics, 2020 - Springer
A higher-order shear deformation theory is utilized to discuss the vibration of a laminated
composite plate containing four magnetostrictive layers based on Pasternak's foundations in …

New benchmark free vibration solutions of non-Lévy-type thick rectangular plates based on third-order shear deformation theory

X Zheng, D Xu, Z Ni, C Zhou, D An, B Wang, R Li - Composite Structures, 2021 - Elsevier
Higher-order shear deformation theories are generally adopted to study the dynamic
behavior of substantially thick plates, of which Reddy's third-order deformation theory …

Analytical solution for free vibrations of moderately thick hybrid piezoelectric laminated plates

MAA Farsangi, AR Saidi, RC Batra - Journal of Sound and Vibration, 2013 - Elsevier
An analytical solution for free vibrations of a hybrid rectangular plate composed of a
transversely isotropic, homogeneous and linear elastic core and face sheets made of a …

Accurate free vibration solutions of orthotropic rectangular thin plates by straightforward finite integral transform method

J Zhang, S Ullah, Y Zhong - Archive of Applied Mechanics, 2020 - Springer
This paper aims to obtain the analytical free vibration solution of an orthotropic rectangular
thin plate using the finite integral transformation. Due to the mathematical difficulty of …

Vibration of inhomogeneous fibrous laminated plates using an efficient and simple polynomial refined theory

M Bouazza, AM Zenkour - Journal of Computational Applied …, 2021 - jcamech.ut.ac.ir
In this article, a reliable model for the vibration of cross-ply and angle-ply laminated plates
that own inhomogeneous elastic properties is considered. The methodology includes a …

An analytical solution for dynamic behavior of thick doubly curved functionally graded smart panels

H Sayyaadi, MAA Farsangi - Composite Structures, 2014 - Elsevier
In this paper, an analytical solution is presented for free vibration and dynamic behavior of
doubly curved laminated shell consisting of a functionally graded core layer and surface …

New analytic shear buckling solution of clamped rectangular plates by a two-dimensional generalized finite integral transform method

S Ullah, J Zhou, J Zhang, C Zhou, H Wang… - … Journal of Structural …, 2020 - World Scientific
A first attempt is made in this paper to explore new analytic shear buckling solution of
clamped rectangular thin plates by a two-dimensional generalized finite integral transform …

Exact Lévy-type solutions for bending of thick laminated orthotropic plates based on 3-D elasticity and shear deformation theories

SR Atashipour, UA Girhammar, M Al-Emrani - Composite Structures, 2017 - Elsevier
Exact solutions for static bending of symmetric laminated orthotropic plates with different
Lévy-type boundary conditions are developed. The shear deformation plate theories of …