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The generalized displacement and force resultant components induced in the loaded SWCNT are obtained using the meshless collocation method, in which the shape functions of the primary variables are constructed using the differential reproducing kernel (DRK) method.
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A new transparent artificial boundary condition for the two-dimensional (vertical) (2DV) free surface water wave propagation modelled using the meshless Radial-Basis-Function Collocation Method (RBFCM) as boundary-only solution is derived.
At each time step, the pressure is evaluated using the meshless local Petrov Galerkin (MLPG) approach.
Furthermore, the functionality is shown in a CFD simulation using the meshless Smoothing Hydrodynamics method.
Using the meshless kp-Ritz method, the buckling solutions are obtained.
The meshless collocation method, based on the strong form equation is applied to the interior nodes and the nodes on the Dirichlet boundary.
In our work we used the meshless Petrov Galerkin local method based on the pressure-saturation formulation.
The developed models were then reduced using the orthogonal collocation method.
A stability model for straight turning has been developed using the Chebyshev collocation method for the first.
Free in-plane vibration analysis of isotropic plates with skew geometry is carried out using the spectral collocation method.
Equations (14 - 17 14 - 17lved using the Chebyshev spectrarecollocation method.
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