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A multiphase implicit numerical model applied to the closed chamber test.

机译:多相隐式数值模型应用于密闭室测试。

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摘要

The work is a fundamental reformulation of the problem of well-testing. First the pipeline multiphase flow equations and an implicit four-point finite difference scheme are developed and validated. Analytical solutions for single phase flow obtained by heaviside calculus permit design of the numerical scheme so that induced numerical dissipation should not mask the physical. Time weighting factors {dollar}theta{dollar}, greater than 1/2 and less than.55, proved the needed stability and required accuracy. Larger values of {dollar}theta{dollar} can be used for short duration tests. Additional transients caused by series connection in multidiameter pipeline are investigated and results compared with the method of characteristics. The system of equations is cast in the divergent form so that computation of wavefronts is straightforward.; The phase properties are obtained via a generalized flash routine for the modified Peng-Robinson equation of state that uses SSM with an option to switch to the more stable ASSM or MVNR if poor convergence is detected.; The axisymmetric equations for single phase porous media flow are solved by the four-point finite difference scheme. The two-dimensional parabolic equation for porous media flow is solved by Galerkin's method and results by both methods compare well with results given by a modified Bessel's equation.; Secondly, a Lagrangean form of the mathematical model is applied to the closed-chamber test (CCT for short). The initial conditions include an initial mud column, over 4000 psi pressure discontinuity at the well, conditions not heretofore investigated. The physical process described are momentum, body and dissipative forces. Skin and sand failure as function of time are modeled, together with possible non-potential flow in the immediate vicinity of the well. Gas compression is considered isothermal. The results obtained by the implicit hydrodynamic model are in good agreement with two actual field tests from offshore Gulf coast. Sensitivity analyses permit deduction of transmissibility. As a design tool, this model predicts bottom hole flow rate. Buildup, slug test and DST are special cases of this model. The method lends itself naturally as an interpretation tool and permits analysis of all data.
机译:这项工作是对试井问题的根本重新阐述。首先,开发并验证了管道多相流方程和隐式四点有限差分方案。通过重算术获得的单相流解析解允许设计数值方案,以使引起的数值耗散不应掩盖物理性质。大于1/2且小于55的时间加权因子{dollar} theta {dollar}证明了所需的稳定性和所需的准确性。 {dollar} theta {dollar}的较大值可用于短期测试。研究了多直径管道中由串联引起的附加瞬变,并将结果与​​特性方法进行了比较。方程组采用发散形式,因此波前的计算非常简单。相位特性通过修改后的Peng-Robinson状态方程的通用Flash例程获得,该状态方程使用SSM,如果检测到收敛性较差,则可以选择切换到更稳定的ASSM或MVNR。用四点有限差分格式求解单相多孔介质流动的轴对称方程。多孔介质流动的二维抛物线方程用Galerkin方法求解,并且两种方法的结果都与修正贝塞尔方程给出的结果相比较。其次,将数学模型的拉格朗日形式应用于封闭室测试(简称CCT)。初始条件包括初始泥浆柱,井中压力不连续性超过4000 psi,此条件迄今尚未研究。描述的物理过程是动量,身体和耗散力。对随时间变化的表皮和砂土破坏以及井眼附近可能的非潜在流量进行了建模。气体压缩被认为是等温的。通过隐式水动力模型获得的结果与海湾墨西哥湾沿岸的两次实际测试非常吻合。敏感性分析允许扣除透射率。作为设计工具,此模型可预测井底流速。堆积,段塞测试和DST是此模型的特例。该方法自然适合作为解释工具,并允许分析所有数据。

著录项

  • 作者单位

    The Pennsylvania State University.;

  • 授予单位 The Pennsylvania State University.;
  • 学科 Engineering Petroleum.
  • 学位 Ph.D.
  • 年度 1989
  • 页码 210 p.
  • 总页数 210
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 石油、天然气工业;
  • 关键词

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