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抛物积分微分问题各向异性有限元的超收敛分析
引用本文:高新慧,魏本成,石东洋.抛物积分微分问题各向异性有限元的超收敛分析[J].河南科学,2007,25(5):689-692.
作者姓名:高新慧  魏本成  石东洋
作者单位:1. 商丘职业技术学院,河南,商丘,476000
2. 黄淮学院,数学系,河南,驻马店,463000
3. 郑州大学,数学系,郑州,450052
基金项目:国家自然科学基金 , 河南省创新人才培养工程项目
摘    要:研究具有各向异性特征的双二次元对抛物积分微分方程进行了逼近.通过采用积分恒等式和插值后处理技术,在各向异性网格下得到了比以往文献高一阶的超逼近和超收敛结果.

关 键 词:抛物积分微分方程  各向异性元  超逼近及超收敛
文章编号:1004-3918(2007)05-0689-04
修稿时间:2007-06-08

Superconvergence Analysis for Parabolic Integrodifferential Equation with Anisotropic Finite Element
GAO Xin-hui,WEI Ben-cheng,SHI Dong-yang.Superconvergence Analysis for Parabolic Integrodifferential Equation with Anisotropic Finite Element[J].Henan Science,2007,25(5):689-692.
Authors:GAO Xin-hui  WEI Ben-cheng  SHI Dong-yang
Institution:1.Shangqiu Vocational and Technical College,Shangqiu 476000,China;2.Department of Mathematics,Huanghuai College,Zhumadian 463000,China; 3.Department of Mathematics,Zhengzhou University,Zhengzhou 450052,China
Abstract:The approximation of the parabolic integro-differential equations is studied with anisotropic biquadratic finite element.By means of integral identities and a post-processing technique,one order higher superclose and superconvergence results than that of previous literature are obtained.
Keywords:parabolic integro-differential equation  anisotropic element  superclose and superconvergence
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