The meshless method
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This study presents a numerical model for buckling analysis of the functionally graded sandwich plates (FGSP) laid on the elastic foundation through the Moving Kriging interpolation-based meshless method using a refined quasi-3D third-order shear deformation theory.
12p haoasakura 30-05-2022 9 1 Download
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This paper presents a numerical approach for static bending and free vibration analysis of the functionally graded porous plates (FGPP) resting on the elastic foundation using the refined quasi-3D sinusoidal shear deformation theory (RQSSDT) combined with the Moving Kriging–interpolation meshfree method.
19p chauchaungayxua12 09-07-2021 12 2 Download
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The paper is organized as follows. Right after this Introduction part is a brief review on hyperelastic material model in Section 2. Next, the explanation for improved RPIM method using CTM technique is shown in Section 3. The numerical examples and obtained results are discussed in Section 4. Finally, Section 5 presents main conclusions and remarks about the proposed method.
15p nguaconbaynhay11 07-04-2021 14 1 Download
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In this paper, armchair rectangular monolayer graphene nanoplates were analyzed based on the assumption of orthotropic properties with different boundary conditions.
18p tohitohi 19-05-2020 9 2 Download
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In this paper, a smoothed weighted function with the compact support is suggested to improve the numerical accuracy of blending elements for the extended finite element method (XFEM) applied to the crack problem.
14p tohitohi 19-05-2020 7 0 Download
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In this study, the moving particle semi-implicit method-meshless advection using flow-directional local grid method is used to simulate the bubble growth, departure, and sliding on the downward-facing heating surface in pure water and nanofluid (1.0 vol.% Al2O3/H2O) flow boiling processes; additionally, the bubble critical departure angle and sliding characteristics and their influence are also investigated.
10p minhxaminhyeu5 30-06-2019 14 3 Download
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In the paper we present a method for finding the weight vector called stencil with the help of RBF interpolation. This stencil is the foundation for constructing meshless finite difference scheme for boundary value problems. The results of numerical experiments show that the numerical solution obtained by RBF-FD with the stencils generated by Gauss RBF interpolation is much more accurate then the solution obtained by FEM.
4p cumeo2425 02-07-2018 21 1 Download
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In this paper introduce a new way to improve the speed and time calculations, by construction and evaluation the support domain. From the analysis of two-dimensional thin plates with different profiles, structured conventional isotropic materials and functional graded materials (FGM).
8p sansan2 26-05-2018 27 1 Download