Thermal_Vib_buck_FGbeams_submit_R1.pdf (359.92 kB)
Download fileHygro-thermal effects on vibration and thermal buckling behaviours of functionally graded beams
journal contribution
posted on 2020-12-02, 05:57 authored by Trung-Kien Nguyen, Ba-Duy Nguyen, Thuc VoThuc Vo, Huu Tai Thai© 2017 Elsevier Ltd
The hygro-thermal effects on vibration and buckling analysis of functionally graded beams are presented in this paper. The present work is based on a higher-order shear deformation theory which accounts for a hyperbolic distribution of transverse shear stress and higher-order variation of in-plane and out-of-plane displacements. Equations of motion are obtained from Lagrange's equations. Ritz solution method is used to solve problems with different boundary conditions. Numerical results for natural frequencies and critical buckling temperatures of functionally graded beams are compared with those obtained from previous works. Effects of power-law index, span-to-depth ratio, transverse normal strain, temperature and moisture changes on the results are discussed.
Funding
Vietnam National Foundation for Science and Technology Development | 107.02-2015.07
History
Publication Date
2017-09-15Journal
Composite StructuresVolume
176Pagination
11p. (p. 1050-1060)Publisher
ElsevierISSN
0263-8223Rights Statement
The Author reserves all moral rights over the deposited text and must be credited if any re-use occurs. Documents deposited in OPAL are the Open Access versions of outputs published elsewhere. Changes resulting from the publishing process may therefore not be reflected in this document. The final published version may be obtained via the publisher’s DOI. Please note that additional copyright and access restrictions may apply to the published version.Publisher DOI
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Keywords
Science & TechnologyTechnologyMechanicsMaterials Science, CompositesMaterials ScienceAdvanced composite beamsHygro-thermal loadingsBucklingVibrationSHEAR DEFORMATION-THEORYGENERAL BOUNDARY-CONDITIONSPLY LAMINATED BEAMSEULER-BERNOULLI BEAMSSANDWICH BEAMSFINITE-ELEMENTRITZ METHODFGM BEAMSTHERMOMECHANICAL VIBRATIONELASTIC FOUNDATIONSMaterials