Pages that link to "Item:Q2483065"
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The following pages link to A double boundary collocation Hermitian approach for the solution of steady state convection-diffusion problems (Q2483065):
Displaying 14 items.
- An alternative local collocation strategy for high-convergence meshless PDE solutions, using radial basis functions (Q348167) (← links)
- A numerical approach based on the meshless collocation method in elastodynamics (Q358721) (← links)
- Local mass conservative Hermite interpolation for the solution of flow problems by a multi-domain boundary element approach (Q422891) (← links)
- Estimating the temperature evolution of foodstuffs during freezing with a 3D meshless numerical method (Q1654647) (← links)
- On stable wall boundary conditions for the Hermite discretization of the linearised Boltzmann equation (Q1706311) (← links)
- The meshless finite point method for transient elastodynamic problems (Q1742334) (← links)
- Radial basis function Hermite collocation approach for the solution of time dependent convection-diffusion problems (Q2269232) (← links)
- A local radial basis function collocation method for band structure computation of phononic crystals with scatterers of arbitrary geometry (Q2295947) (← links)
- Solution of dual boundary layer singular perturbation problem by septic Hermite collocation technique (Q2674788) (← links)
- A robust local polynomial collocation method (Q2952169) (← links)
- Single-degree of freedom Hermite collocation for multiphase flow and transport in porous media (Q3157234) (← links)
- Modified equilibrium on line method for imposition of Neumann boundary conditions in meshless collocation methods (Q3612336) (← links)
- COMPARISON BETWEEN GLOBAL, CLASSICAL DOMAIN DECOMPOSITION AND LOCAL, SINGLE AND DOUBLE COLLOCATION METHODS BASED ON RBF INTERPOLATION FOR SOLVING CONVECTION-DIFFUSION EQUATION (Q3631040) (← links)
- Educating local radial basis functions using the highest gradient of interest in three dimensional geometries (Q5273345) (← links)
