High-Order Vector Nodal Finite Elements with Harmonic, Irrotational and Solenoidal Basis Functions

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In the present paper a concept of vector nodal finite element has been introduced, algorithms of construction of the vector nodal basis functions with high approximate properties from special functional spaces are presented. Examples of high-order interpolation of harmonic, irrotational vector fields by the developed finite elements illustrate their approximate advantage in comparison with the standard Lagrange elements.

About the authors

O I Yuldashev

Joint Institute for Nuclear Research

Email: yuldash@cv.jinr.ru
Laboratory of Information Technologies

M B Yuldasheva

Joint Institute for Nuclear Research

Email: juldash@cv.jinr.ru
Laboratory of Information Technologies


Copyright (c) 2013 Юлдашев О.И., Юлдашева М.Б.

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This work is licensed under a Creative Commons Attribution 4.0 International License.

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