Applied Mathematics and Mechanics (English Edition) ›› 1983, Vol. 4 ›› Issue (5): 717-724.

• Articles • 上一篇    下一篇

EXACT SOLUTION OF UNSTEADY AXISYMMETRICAL TWO-DIMENSIONAL FLOW THROUGH TRIPLE ROROUS MEDIA

刘慈群   

  1. Lanzhou Research Division of Mechanics of Flow through Porous Media, Academia Sinica
  • 收稿日期:1982-10-07 出版日期:1983-09-18 发布日期:1983-09-18

EXACT SOLUTION OF UNSTEADY AXISYMMETRICAL TWO-DIMENSIONAL FLOW THROUGH TRIPLE ROROUS MEDIA

Liu Ci-qun   

  1. Lanzhou Research Division of Mechanics of Flow through Porous Media, Academia Sinica
  • Received:1982-10-07 Online:1983-09-18 Published:1983-09-18

摘要: This paper seeks for the line source and cylindrical plane source solutions of unsteady axisynmetrical two-dimensional flow through infinite and finite reservoirs with triple porosity. They not only reveal the essential characteristics of fractured reservoirs but also generalize and develop che existing primal results of homogeneous and porous media.Ref. [1] gives the line source solution of unsteady axi-symmetrical two-dimensional flow in infinite reservoir with double porosity; in this paper we study the problem of flow through triple porous media.

关键词: nonlinear evolution equation, FPU problem, similarity reduction

Abstract: This paper seeks for the line source and cylindrical plane source solutions of unsteady axisynmetrical two-dimensional flow through infinite and finite reservoirs with triple porosity. They not only reveal the essential characteristics of fractured reservoirs but also generalize and develop che existing primal results of homogeneous and porous media.Ref. [1] gives the line source solution of unsteady axi-symmetrical two-dimensional flow in infinite reservoir with double porosity; in this paper we study the problem of flow through triple porous media.

Key words: nonlinear evolution equation, FPU problem, similarity reduction

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