[HTML][HTML] Bending and buckling analysis of functionally graded graphene origami metamaterial irregular plates using generalized finite difference method
J An, A Wang, K Zhang, W Zhang, L Song, B Xiao… - Results in Physics, 2023 - Elsevier
Bending and buckling behavior of graphene origami (GOri) metamaterial irregular plates
(octagonal star plates, cordiform plates, a quarter of annular plates and a quarter of annular …
(octagonal star plates, cordiform plates, a quarter of annular plates and a quarter of annular …
Nonlinear vibration of geometrically imperfect CNT-reinforced composite cylindrical panels exposed to thermal environments with elastically restrained edges
N Van Thinh, H Van Tung - Acta Mechanica, 2024 - Springer
This paper deals with the nonlinear free vibration of carbon nanotube (CNT)-reinforced
composite cylindrical panels exposed to thermal environments. All boundary edges are …
composite cylindrical panels exposed to thermal environments. All boundary edges are …
Thermoelastic nonlinear vibration and dynamical response of geometrically imperfect carbon nanotube-reinforced composite plates on elastic foundations including …
The combined influences of initial geometrical imperfection, elasticity of in-plane constraints
of edges, elastic foundations and elevated temperature on the nonlinear vibration and …
of edges, elastic foundations and elevated temperature on the nonlinear vibration and …
Free vibration and buckling characteristics of temperature dependent FGCNT reinforced plates in finite element framework of a non-polynomial axiomatic approach
In the present work, a generalized finite element formulation is established and implemented
for the free vibration and buckling characteristics for temperature dependent carbon …
for the free vibration and buckling characteristics for temperature dependent carbon …
Modified Differential Quadrature Method Using Basis Functions Satisfying Multiple Boundary Conditions for Buckling Analyses of Beams and Rectangular Plates
The paper presents a modified differential quadrature method (DQM) to solve buckling
problems of beams and rectangular plates. The proposed method addresses the problem of …
problems of beams and rectangular plates. The proposed method addresses the problem of …
Forced vibration control of Timoshenko's micro sandwich beam with CNT/GPL/CNR reinforced composites integrated by piezoelectric on Kerr's elastic foundation …
M Jafari, M Mohammadimehr - Journal of Computational Applied …, 2025 - jcamech.ut.ac.ir
In the present article, forced vibration control of Timoshenko's micro sandwich beam based
on modified couple stress theory (MCST) is studied. The face sheets are made of three …
on modified couple stress theory (MCST) is studied. The face sheets are made of three …