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THE MODIFIED METHOD OF CHARACTERISTICS WITH FINITE ELEMENT OPERATOR-SPLITTING PROCEDURES FOR COMPRESSIBLE MULTICOMPONENT DISPLACEMENT PROBLEM 被引量:1

THE MODIFIED METHOD OF CHARACTERISTICS WITH FINITE ELEMENT OPERATOR-SPLITTINGPROCEDURES FOR COMPRESSIBLE MULTICOMPONENT DISPLACEMENT PROBLEM
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摘要 For the three-dimensional compressible multicomponent displacement problem we put forward the modified method of characteristics with finite element operator-splitting procedures and make use of operator-splitting,characteristic method,calculus of variations,energy method,negative norm estimate,two kinds of test functions and the theory of prior estimates and techniques.Optimal order estimates in L^2 norm are derived for the error in the approximate solution.These methods have been successfully used in oil-gas resources estimation,enhanced oil recovery simulation and seawater intrusion numerical simulation. For the three-dimensional compressible multicomponent displacement problem we put forward the modified method of characteristics with finite element operator-splitting procedures and make use of operator-splitting, characteristic method, calculus of variations, energy method, negative norm estimate, two kinds of test functions and the theory of prior estimates and techniques. Optimal order estimates in L2 norm are derived for the error in the approximate solution. These methods have been successfully used in oil-gas resources estimation, enhanced oil recovery simulation and seawater intrusion numerical simulation.
出处 《Journal of Systems Science & Complexity》 SCIE EI CSCD 2003年第1期30-45,共16页 系统科学与复杂性学报(英文版)
基金 This research is supported by the Major State Research Program of China(Grant No.19990328),the National Natural Sciences Foundation of China(Grant Nos.19871051 and 19972039),the National Tackling Key Problems Program and the Doctorate Foundation of the S
关键词 OPERATOR-SPLITTING MULTICOMPONENT displacement 3-dimensional COMPRESSIBILITY 油田 气田 数值模拟 油气资源 评价 预测 数值模拟 修正方法 多组元取代 Multicomponent displacement 3-dimensional compressibility operator-splitting characteristics finite element optimal order L2 error estimates.
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  • 1J. H. Bramble. A second order finite difference analog of the first biharmonic boundary value problem[J] 1966,Numerische Mathematik(3):236~249

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