논문
Analysis of conforming and nonconforming quadrilateral finite element methods for the Helmholtz equation
- 저자Ki-tak LEE, Taeyoung HA, Dongwoo SHEEN
- 학술지Hokkaido Mathematical Journal 36/4
- 등재유형
- 게재일자(2007)
In this paper we analyze numerical dispersion relation of some conforming and nonconforming quadrilateral finite elements. The elements employed in this analysis are the standard conforming finite element, the DSSY nonconforming element [5] and the -nonconforming quadrilateral finite element [14]. Several aspects of comparative analyses of the above three elements for two or three dimensional problems are shown.
In this paper we analyze numerical dispersion relation of some conforming and nonconforming quadrilateral finite elements. The elements employed in this analysis are the standard conforming finite element, the DSSY nonconforming element [5] and the -nonconforming quadrilateral finite element [14]. Several aspects of comparative analyses of the above three elements for two or three dimensional problems are shown.
