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INFLOW PERFORMANCE RELATIONSHIP CURVES IN TWO-PHASE AND THREE-PHASE FLOW CONDITIONS.

机译:两相和三相流动条件下的入流性能关系曲线。

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摘要

This research investigates Inflow Performance Relationship curves for two and three-phase flow conditions, using a one-dimensional, three-phase cylindrical reservoir simulator.; For two-phase flow conditions, Vogel('31)-type plots are used for plotting the data from the simulator. Using regression analysis, a new equation has been developed to calculate the IPR curve with or without skin. The new equations show good agreement with Fetkovich's('6) equations for non-turbulent conditions when the skin factor is zero. Compared to the combination of Vogel and Standing('34) method, better results are obtained when the skin is not equal to zero.; Using the simulator a new method for predicting future IPR curves has also been developed. This method is based on the actual relationship betwen k(,ro)/u(,o)B(,o) vs pressure predicted by the simulator. Compared to Fetkovich's('6) equations, this new method gives good agreement at early decrements of reservoir pressures, but the deviation becomes larger, when larger decrements in reservoir pressures are taken.; IPR curves for two-phase flow conditions from a well producing from low permeability formations are also presented. The purpose of this investigation is to predict the IPR curves at pseudo-steady state conditions using flowing test data obtained during the transient period. The new equations have also been applied to data from the simulator with good agreement.; The three-phase IPR curves are also determined by using the simulator and seven different hypothetical three-phase reservoir cases have been studied. Three-hundred and eighty five data points were collected using 5 different values of water cut. Regression analysis techniques have been applied to the data points and the new equations for predicting the three-phase IPR curves were developed. Comparison of the new equations to results from the simulator show excellent agreement.
机译:这项研究使用一维,三相圆筒形油藏模拟器研究了两相和三相流动条件下的流入性能关系曲线。对于两相流动条件,Vogel('31)型曲线用于绘制来自模拟器的数据。使用回归分析,开发了一个新公式来计算有或没有皮肤的IPR曲线。当集肤系数为零时,对于非湍流条件,新方程与Fetkovich's('6)方程显示出良好的一致性。与Vogel和Standing('34)方法的组合相比,当蒙皮不等于零时可获得更好的结果。使用模拟器,还开发了一种预测未来IPR曲线的新方法。该方法基于k(,ro)/ u(,o)B(,o)与模拟器预测的压力之间的实际关系。与Fetkovich('6)方程相比,这种新方法在油藏压力的早期递减方面具有良好的一致性,但是当采用较大的油藏压力递减时,偏差会变大。还显示了由低渗透率地层生产的一井的两相流工况的IPR曲线。本研究的目的是使用在瞬态期间获得的流动测试数据来预测伪稳态条件下的IPR曲线。新的方程式也已很好地应用于来自模拟器的数据。还使用模拟器确定了三相IPR曲线,并研究了七个不同的假设三相油藏案例。使用5个不同的含水率值收集了385个数据点。回归分析技术已应用于数据点,并开发了用于预测三相IPR曲线的新方程。将新方程与仿真器的结果进行比较显示出极好的一致性。

著录项

  • 作者

    SUKARNO, PUDJO.;

  • 作者单位

    The University of Tulsa.;

  • 授予单位 The University of Tulsa.;
  • 学科 Engineering Petroleum.
  • 学位 Ph.D.
  • 年度 1986
  • 页码 195 p.
  • 总页数 195
  • 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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