Building Shape Functions On Convex Polyhedra Using Mls Interpolants And Rational Weights.
Abstract
A method for building C0 shape functions on convex polyhedra using moving
least square interpolation with rational weights is introduced. These natural interpolants
are presented and their use in a meshless FEM scheme for the solutions of elliptic PDEs is
discussed. Numerical experiments are provided to demonstrate the utility and robustness
of the proposed method.
least square interpolation with rational weights is introduced. These natural interpolants
are presented and their use in a meshless FEM scheme for the solutions of elliptic PDEs is
discussed. Numerical experiments are provided to demonstrate the utility and robustness
of the proposed method.
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ISSN 2591-3522