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THEORY AND APPLICATION OF FRACTIONAL STEP CHARACTERISTIC FINITE DIFFERENCE METHOD IN NUMERICAL SIMULATION OF SECOND ORDER ENHANCED OIL PRODUCTION

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【作者】 袁益让程爱杰羊丹平李长峰

【Author】 Yirang YUAN;Aijie CHENG;Danping YANG;Changfeng LI;Institute of Mathematics, Shandong University;School of Economics, Shandong University;

【机构】 Institute of Mathematics, Shandong UniversitySchool of Economics, Shandong University

【摘要】 A kind of second-order implicit fractional step characteristic finite difference method is presented in this paper for the numerically simulation coupled system of enhanced(chemical) oil production in porous media.Some techniques,such as the calculus of variations,energy analysis method,commutativity of the products of difference operators,decomposition of high-order difference operators and the theory of a priori estimates are introduced and an optimal order error estimates in l~2 norm is derived.This method has been applied successfully to the numerical simulation of enhanced oil production in actual oilfields,and the simulation results are quite interesting and satisfactory.

【Abstract】 A kind of second-order implicit fractional step characteristic finite difference method is presented in this paper for the numerically simulation coupled system of enhanced(chemical) oil production in porous media.Some techniques,such as the calculus of variations,energy analysis method,commutativity of the products of difference operators,decomposition of high-order difference operators and the theory of a priori estimates are introduced and an optimal order error estimates in l~2 norm is derived.This method has been applied successfully to the numerical simulation of enhanced oil production in actual oilfields,and the simulation results are quite interesting and satisfactory.

【基金】 supported by the Major State Basic Research Development Program of China(G19990328);National Tackling Key Program(2011ZX05011-004;2011ZX05052;20050200069);National Natural Science Foundation of China(11101244;11271231;10771124;10372052);Doctorate Foundation of the Ministry of Education of China(20030422047)
  • 【文献出处】 Acta Mathematica Scientia(English Series) ,数学物理学报(英文版) , 编辑部邮箱 ,2015年06期
  • 【分类号】O241.82
  • 【被引频次】1
  • 【下载频次】19
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