CHINESE JOURNAL OF COMPUTATIONAL PHYSICS ›› 2009, Vol. 26 ›› Issue (6): 865-871.

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Dynamic Characteristics of Nonsteady Flows with Phase Redistribution in Double Porous Media and Fractal Reservoir

HOU Yingmin, TONG Dengke, ZHANG Huaqing   

  1. College of Mathematics and Computational Science in China University of Petroleum, Dongying 257061, China
  • Received:2008-06-02 Revised:2009-02-18 Online:2009-11-25 Published:2009-11-25

Abstract: A fractal theory for double porous media reservoir is introduced. An effective well radius mathematical model is used to calculate pressure of non-stesdy flow in a complex intluent system considering wellbore storage, skin factor and phase redistribution. With Douglus-Jones predictor-correcter method we obtain numerical solution of infinitely large system with constant rate production. Entire drawdown curve of the complex influent system includes 4 periods. Effects of phase redistribution parameters, double porous media parameters and fractal parameters on drawdown are shown in typical pressure curves.

Key words: fractal reservoir, double porous media, wellbore storage, numerical solution

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