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 …
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
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 …
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 …
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
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 …
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
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 …
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 …
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 …
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 …
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
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 …
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 …
Lévy-type boundary conditions are developed. The shear deformation plate theories of …