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Similar Constructive Method for Solving the Nonlinear Spherical Percolation Model in Dual-porosity Media

机译:类似的构造方法,用于求解双孔隙介质中的非线性球形渗透模型

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This paper presents a spherical percolation model for dual-porosity media reservoir, where the quadratic-gradient term, wellbore storage and three types of outer boundary conditions: constant pressure boundary, closed boundary and infinity boundary were considered. Then a new method: Similar Constructive Method was put forward for solving this type of percolation model. And solutions of the dimensionless reservoir pressure and the dimensionless bottom hole pressure in Laplace space were obtained. It was proved that these solutions had a similar structure. The Similar Constructive Method is an elementary and algebraic method, simple and practical. And the similar structure of solutions can simplify the well test analysis software programming and analyze the reservoir parameter's affection on pressure conveniently. The present research has a great academic significance and application value in oil-gas field development.
机译:本文介绍了双孔隙介质储层的球形渗流模型,其中,井眼储存和三种类型的外边界条件:考虑了恒压边界,封闭边界和无限边界。然后是一种新方法:提出了类似的建设性方法来解决这种渗滤模型。获得了拉普拉斯空间中无量纲储层压力的溶液和拉拉普拉斯空间中的无量子底孔压力。事实证明,这些解决方案具有类似的结构。类似的建设方法是基本和代数方法,简单实用。并且解决方案的类似结构可以简化井测试分析软件编程,并方便地分析储层参数的压力。本研究具有巨大的学术意义和油气场开发的应用价值。

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