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Xuxia Xiao, Shunchu Li. The similar structure of solutions for the boundary value problem of Euler’s hypergeometric differential equation(in Chinese). Journal of Inner Mongolia Normal University (Natural Science Edition), 2012, 41(6): 597-600(-603).

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Article

New Method of Solving the Seepage Model for the Multilayer Composite Reservoir with the Double Porosity

1Institute of Applied Mathematics, Xihua University, Chengdu, China

2Beijing Dong run ke Petroleum Technology Co,Ltd, Beijing, China


American Journal of Energy Research. 2015, Vol. 3 No. 1, 8-12
DOI: 10.12691/ajer-3-1-2
Copyright © 2015 Science and Education Publishing

Cite this paper:
Qiang Wang, Shunchu Li, Mei Luo, Dongdong Gui. New Method of Solving the Seepage Model for the Multilayer Composite Reservoir with the Double Porosity. American Journal of Energy Research. 2015; 3(1):8-12. doi: 10.12691/ajer-3-1-2.

Correspondence to: Qiang  Wang, Institute of Applied Mathematics, Xihua University, Chengdu, China. Email: wangqian1205@foxmail.com

Abstract

Aimed at multilayer composite reservoir with the double porosity, meanwhile considering the influence of well bore storage and skin effect, the seepage model for multilayer composite reservoir with the double porosity which the flow was steady from pore to crack was established in different outer boundary (infinite; closed; constant pressure) conditions; the exact solution of reservoir pressure drop and bottom hole pressure drop were obtained by Laplace transform in the Laplace space; the unified expression of solution was obtained by constructing similar kernel functions in different outer boundary conditions, therefore new method which solving this class of reservoir model is put forward, namely similar construction method. This method plays an important guiding role in exploring seepage law of oil and gas reservoir.

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