Multiparameter Interpolational Polinomials of Serendipity Element of the Fourth Order
Journal: Problems of Information Technologies (Vol.1, No. 12)Publication Date: 2012-12-10
Authors : I.О.Astionenko;
Page : 29-32
Keywords : serendipity finite elements; form functions; multiparameter interpolation.;
- Multiparameter Interpolational Polinomials of Serendipity Element of the Fourth Order
- BİR STRATEJİ OLARAK ATÖLYE UYGULAMALARINDA “SERENDİPİTY”
- A Spectral Element Method for Second-order Elliptic Intersection Problem
- In Search for the Super Element Algorithms to Generate Higher Order Elements
- Finite Element Method of High-Order Accuracy for Solving Two Dimensional Elliptic Boundary-Value Problems of Two and Three Identical Atoms in a Line
Abstract
The existence of multiparameter functions of the form of the fourth order serendipity finite element was proven in the research. As exemplified by 16- node flat element, a great many of interpolation polynomials having 24 parameters are built.
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