Locating Natural Superconvergent Points of Finite Element Methods in 3D

Authors

  • Z. Zhang & R. Lin

Keywords:

finite element methods, three-dimensional problems, natural superconvergence, pentahedral elements and tetrahedral elements.

Abstract

In [20], we analytically identified natural superconvergent points of function values and gradients for several popular three-dimensional polynomial finite elements via an orthogonal decomposition. This paper focuses on the detailed process for determining the superconvergent points of pentahedral and tetrahedral elements.

Published

2005-04-03

Issue

Section

Articles