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MICROCOSMIC BOUND THEOREM OF DAYCY'S LAW AND ITS APPLICATION
引用本文:许友生,刘慈群,林机.MICROCOSMIC BOUND THEOREM OF DAYCY'S LAW AND ITS APPLICATION[J].应用数学和力学(英文版),2004,25(3):279-287.
作者姓名:许友生  刘慈群  林机
作者单位:[1]InstitudeofMathematics&Physics&InformationScience,ZhejiangNormalUniversity,Jinhua,Zhejiang321004,P.R.China [2]InstitudeofPorousFlowandFluidMechanics,AcademiaSinica,Langfang,Hebei065007,P.R.China
基金项目:theNationalNaturalScienceFoundationofChina ( 1 0 3 72 0 94),theNaturalScienceFoundationofZhejiangProvince,China(M1 0 3 0 82 ,M1 0 2 0 53 ),theScienceFoundationofEducationDepartmentofZhejiangProvince,China ( 2 0 0 3 0 871 )
摘    要:By combining Chapman-Enskog expansion with the BGK approximation to Baltzmann equation and Navier-Stokes equation was obtained. And an expression of Darcy‘ s law was obtained through taking variable average over Navier-Stokes equation on some representative space in porous media, and finally an example was taken to prove its reliability.

关 键 词:狄拉克定律  玻尔兹曼方程  Navier-Stokes方程  流体力学  查普曼-恩斯柯展开
收稿时间:2002-04-01

MICROCOSMIC BOUND THEOREM OF DAYCY'S LAW AND ITS APPLICATION
XU You-sheng ,LIU Ci-qun ,LIN Ji.MICROCOSMIC BOUND THEOREM OF DAYCY''''S LAW AND ITS APPLICATION[J].Applied Mathematics and Mechanics(English Edition),2004,25(3):279-287.
Authors:XU You-sheng  LIU Ci-qun  LIN Ji
Institution:1. Institude of Mathematics & Physics & Information Science, Zhejiang Normal University,Jinhua, Zhejiang 321004, P.R.China
2. Institude of Porous Flow and Fluid Mechanics, Academia Sinica,Langfang, Hebei 065007, P.R.China
Abstract:By combining Chapman-Enskog expansion with the BGK approximation to Baltzmann equation and Navier-Stokes equation was obtained. And an expression of (Darcy's) law was obtained through taking variable average over Navier-Stokes equation on some representative space in porous media,and finally an example was taken to prove its reliability.
Keywords:Darcy's law  Boltzmann equation  Navier-Stokes equation  Chapman-Enskog expansion
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