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HIGH ACCURACY FOR MIXES FINITE ELEMENT METHODS IN RAVIART-THOMAS ELEMENT 被引量:1
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作者 Lin, Q Pan, JH 《Journal of Computational Mathematics》 SCIE CSCD 1996年第2期175-182,共8页
This paper deals with Raviart-Thomas element (Q(2,1) x Q(1,2) - Q(1) element). Apart from its global superconvergence property of fourth order, we prove that a postprocessed extrapolation can globally increased the ac... This paper deals with Raviart-Thomas element (Q(2,1) x Q(1,2) - Q(1) element). Apart from its global superconvergence property of fourth order, we prove that a postprocessed extrapolation can globally increased the accuracy by fifth order. 展开更多
关键词 MATH WANG high accuracy FOR MIXES FINITE ELEMENT methodS IN RAVIART-THOMAS ELEMENT
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