MCS_Sandwich_plate_Modified_R1.pdf (1.61 MB)
State-space Levy solution for size-dependent static, free vibration and buckling behaviours of functionally graded sandwich plates
journal contributionposted on 2020-12-02, 04:49 authored by Luan C Trinh, Thuc VoThuc Vo, Huu Tai Thai, Trung-Kien Nguyen, Poologanathan Keerthan
© 2018 Elsevier Ltd
The size-dependent static, free vibration and buckling behaviours of functionally graded (FG) sandwich plates are analysed in this study. Utilising the modified couple stress theory and variational principle, governing equations of motion are developed with a refined shear deformation theory. The rectangular plates embedded on two opposite simply-supported edges with the arbitrary combinations of the other two. Based on the state-space Levy solution, the deflections, stresses, natural frequencies and critical buckling loads are analytically solved for the closed-form formulations. The effects of material distribution and graded schemes, geometric parameters and boundary conditions are also investigated to examine the size-dependent behaviours of FG sandwich microplates.
JournalComposites Part B: Engineering
Pagination21p. (p. 144-164)
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Science & TechnologyTechnologyEngineering, MultidisciplinaryMaterials Science, CompositesEngineeringMaterials ScienceFunctionally graded sandwich microplateState-space based solutionLevy solutionModified couple stress theorySize-dependent behavioursCOUPLE STRESS THEORYSHEAR DEFORMATION-THEORYHIGHER-ORDER SHEARPASTERNAK ELASTIC MEDIUMCIRCULAR MICRO-PLATESBENDING ANALYSISISOGEOMETRIC ANALYSISPROCESSING TECHNIQUESNONLOCAL ELASTICITYLINEAR-THEORYMaterials