Author:
Chuluunbaatar Galmandakh,Gusev Alexander A.,Chuluunbaatar Ochbadrakh,Gerdt Vladimir P.,Vinitsky Sergue I.,Derbov Vladimir L.,Góźdź Andrzej,Krassovitskiy Pavel M.,Le Hai Luong
Abstract
A new algorithm for constructing multivariate interpolation Hermite polynomials in analytical form in a multidimensional hypercube is presented. These polynomials are determined from a specially constructed set of values of the polynomials themselves and their partial derivatives with continuous derivatives up to a given order on the boundaries of the finite elements. The effciency of the finite element schemes, algor thms and programs is demonstrated by solving the Helmholtz problem for a cube.
Cited by
4 articles.
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