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- W4378977769 endingPage "116230" @default.
- W4378977769 startingPage "116230" @default.
- W4378977769 abstract "In contrast of experimental analysis in the mechanical behavior of the complicated structures, the progress of theoretical research has many difficulties, especially with regard to the modelling of structures. The main objective of this research is to analyze analytically the static problem of a new model of functionally graded materials, namely the “bi-coated FGM” plate. The materials are graded continuously through 2-directional by using a power law function. Two types of coated FG plates are investigated, Hardcore and Softcore FG plates. Based on the generalized field of displacement, a Quasi-3D higher-order shear deformation plate theory is proposed in this work by reducing the number of variables from six to five variables. The equilibrium equations are performed based on the principle of virtual work and solved using the Galerkin method to cover different boundary conditions. The nonlocal strain gradient theory is employed to capture the microstructure-dependent effect. The model is validated compared to recent relevant research interests. Numerical results are performed to present the impact of hardcore and softcore distributions, gradation indices, and boundary conditions on static bending deflection and stresses of bi-coated FGM plate." @default.
- W4378977769 created "2023-06-02" @default.
- W4378977769 creator A5021239581 @default.
- W4378977769 creator A5021287720 @default.
- W4378977769 creator A5023033340 @default.
- W4378977769 creator A5025833116 @default.
- W4378977769 creator A5027283721 @default.
- W4378977769 creator A5042595202 @default.
- W4378977769 creator A5086561358 @default.
- W4378977769 date "2023-09-01" @default.
- W4378977769 modified "2023-09-30" @default.
- W4378977769 title "Bending of Bi-directional inhomogeneous nanoplates using microstructure-dependent higher-order shear deformation theory" @default.
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- W4378977769 doi "https://doi.org/10.1016/j.engstruct.2023.116230" @default.