Full-Text Search:
Home|Journal Papers|About CNKI|User Service|FAQ|Contact Us|中文
《Journal of Anqing Teachers College(Natural Science Edition)》 2010-04
Add to Favorite Get Latest Update

Overlapping Method of Bi-harmonic Equation over a Cave Domain

WANG Jia-li,WANG Shou-cheng(School of Mathematics,Hefei University of Technology,Hefei 230009,China)  
Based on alternating process,this paper presents a kind of domain decomposition method of bi-harmonic equation over the unbounded half plane with a cave.And the convergence of the method is analyzed.It divides the domain into two parts,the one is bounded,while the other is a half plane.According to the natural boundary reduction theory,the finite element method and the boundary element one can be used respectively on them in an alternating way.
【CateGory Index】: O241.82
Download(CAJ format) Download(PDF format)
CAJViewer7.0 supports all the CNKI file formats; AdobeReader only supports the PDF format.
【Citations】
Chinese Journal Full-text Database 6 Hits
1 LIU Jing-gang (Department of Applied Mathematics and Physics, North China Electric Power University, Baoding 071003);Non-overlapping Domain Decomposition Method Based on the Natural Boundary Reduction[J];Chinese Journal of Engineering Mathematics;2009-03
2 Jiang Mei-qun Deng Qing-ping (Suzhou University);THE SCHWARZ ALTERNATING METHOD FOR AN EQUATION[J];Mathematica Numerica Sinica;1994-01
3 Zheng Quan ;Yu De-hao(State Key Laboratory of Scientific and Engineering Computing, Institute of ComputationalMathematics and Scientific/Engineering Computing, Chinese Academy of Sciences, Beijing);A SCHWXRZ ALTERNATING METHOD FOR UNBOUNDED DOMAINS AND ITS DISCRETIZATION BASED ON NATURAL BOUNDARY REDUCTION OVER HALF-PLANE[J];MATHEMATICA NUMERICA SINICA;1997-02
4 Zheng Quan;Yu De-hao (State Key Laborutory of Scientific and Engineering Computing,Institute of Computational Mathematics and Scientific/Engineering Computing,Chinese Academy of Sciences, Beijing);AN OVERLAPPING DOMAIN DECOMPOSITION METHOD BASED ON THE NATURAL BOUNDARY REDUCTION FOR BIHARMONIC BOUNDARY VALUE PROBLEMS OVER UNBOUNDED DOMAINS[J];MATHEMATICA NUMERICA SINICA;1997-04
5 Yu De-hao (Computing Canter, Academia Sinica);A DOMAIN DECOMPOSITION METHOD BASED ON THE NATURAL BOUNDARY REDUCTION OVER UNBOUNDED DOMAIN[J];MATHEMATICA NUMERICA SINICA;1994-04
6 Yu De-hao (Institute of Computational Mathematics and Scientifi/Engineering Computing, Chinese Academy of Sciences);DISCRETIZATION OF NON-OVERLAPPING DOMAIN DECOMPOSITION METHOD FOR UNBOUNDED DOMAINS AND ITS COVERCENCE[J];MATHEMATICA NUMERICA SINICA;1996-03
【Co-citations】
Chinese Journal Full-text Database 10 Hits
1 LIU Jing-gang (Department of Applied Mathematics and Physics,North China Electric Power University,Baoding 071003,China);Non-overlapping Domain Decomposition Method Based on the Natural Boundary Reduction Over Unbounded Half Plane[J];Journal of Baoding University;2008-02
2 KANG Tong,WU Zheng-peng,YU De-hao (Department of Applied Mathmatics, College of Sciences, Beijing Broadcasting Institute, Beijing, China;Academy of Mathematics and System Science, Chinese Academy of Sciences Beijing, China);An H-based Nonoverlapping Domain Decomposition Method for Eddy Current Problem in the Unbounded Domain[J];Journal of Beijing Broadcasting Institute;2004-04
3 ZHANG Tai ping, ZHU Jia lin (Institute of Mathematics and Physics,Chongqing University,Chongqing 400044,China);Boundary Element Methods with Overlapping Domain Decomposition for Parabolic Problem[J];Journal of Chongqing University(Natural Science Edition);2002-02
4 LIU Jing-gang(Department of Applied Mathematics and Physics,North China Electric Power University,071003,Baoding,Hebei,China);Overlapping Domain Decomposition Method Based on the Natural Boundary Reduction over Unbounded Half Plane[J];Journal of Huaibei Coal Industry Teachers College(Natural Science Edition);2007-02
5 WU Ji ming (Institute of Applied Physics and Computational Mathematics, Beijing 100088);An Overlapping Domain Decomposition Method for Exterior Problem in Elongated Domain[J];Chinese Journal of Engineering Mathematics;2001-02
6 ZHENG Quan, DONG Jun-yu, BAI Rong-xia (College of Sciences, North China University of Technology, Beijing 100144);A Schwarz Alternating Method for the Anisotropic Elliptic Boundary Value Problem on Unbounded Domains[J];Chinese Journal of Engineering Mathematics;2009-03
7 LIU Jing-gang (Department of Applied Mathematics and Physics, North China Electric Power University, Baoding 071003);Non-overlapping Domain Decomposition Method Based on the Natural Boundary Reduction[J];Chinese Journal of Engineering Mathematics;2009-03
8 Jiang Meiqun (Suzhou University);MATRIX ANALYSIS OF DOMAIN DECOMPOSITION METHOD FOR BIHARMONIC EQUATION[J];Numerical Mathematics A Journal of Chinese Universities;1996-01
9 Zheng Quan(North China University of Technology, Beijing 100041)Yu Dehao(State Key Laboratory of Scientific and Engineering Computing,Institute of Computational Mathematics and Scientific/EngineeringComputing, Chinese Academy of Sciences, Beijing 100081);A SCHWARZ METHOD FOR SOLVING THE EXTERIOR BOUNDARY VALUE PROBLEM OF PLANE ELASTICITY EQUATION BY USING NATURAL BOUNDARY REDUCTION[J];Numerical Mathematies A Journal of Chinese Universities;2000-03
10 Zheng Quan (College of Basic Sciences, North China Univeristy of Technology, Beijing 100041);A COUPLING METHOD OF CURVED FEM AND NATURAL BEM FOR SOLVING THE EXTERIOR PROBLEM[J];Numerical Mathematies A Journal of Chinese Universities;2002-01
【Secondary Citations】
Chinese Journal Full-text Database 6 Hits
1 Yu De-hao Computing Center,Academia Sinica;The Coupling of Natural BEM and FEM for Stokes Problem on Unbounded Domain[J];Mathematica Numerica Sinica;1992-03
2 Jiang Mei-qun Deng Qing-ping (Suzhou University);THE SCHWARZ ALTERNATING METHOD FOR AN EQUATION[J];Mathematica Numerica Sinica;1994-01
3 Zheng Quan ;Yu De-hao(State Key Laboratory of Scientific and Engineering Computing, Institute of ComputationalMathematics and Scientific/Engineering Computing, Chinese Academy of Sciences, Beijing);A SCHWXRZ ALTERNATING METHOD FOR UNBOUNDED DOMAINS AND ITS DISCRETIZATION BASED ON NATURAL BOUNDARY REDUCTION OVER HALF-PLANE[J];MATHEMATICA NUMERICA SINICA;1997-02
4 Yu De-hao (Computing Canter, Academia Sinica);A DOMAIN DECOMPOSITION METHOD BASED ON THE NATURAL BOUNDARY REDUCTION OVER UNBOUNDED DOMAIN[J];MATHEMATICA NUMERICA SINICA;1994-04
5 Yu De-hao (Institute of Computational Mathematics and Scientifi/Engineering Computing, Chinese Academy of Sciences);DISCRETIZATION OF NON-OVERLAPPING DOMAIN DECOMPOSITION METHOD FOR UNBOUNDED DOMAINS AND ITS COVERCENCE[J];MATHEMATICA NUMERICA SINICA;1996-03
6 Yu Dehao(State Key Laboratory of Scientific and Engineering ComputingInstitute of Computational Mathematics and Scientific/Engineering Computing Chinese Academy of Sciences, Beijing 100080);SELECTION OF RELAXATION FACTOR AND CONVERGENCE RATE FOR DN DOMAIN DECOMPOSITION METHOD OVER UNBOUNDED DOMAIN[J];CHINESE JOURNAL OF COMPUTATION PHYSICS;1998-01
©2006 Tsinghua Tongfang Knowledge Network Technology Co., Ltd.(Beijing)(TTKN) All rights reserved