期刊文献+

利用反褶积法和WORKBENCH软件校正续流 被引量:1

A Emendation for Continuous Flow Using a Deconvolution and Workbench Software.
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摘要 反褶积校正续流方法不需要测试井底流量资料,只要有压力数据即可进行,流量数据是通过压力资料计算出来的。通过反褶积校正续流,使得早期压力数据能够识别井附近地层流动特征。伤害井经过校正后的数据使用复合油藏模型进行解释,可以计算井附近伤害带的渗透率和伤害半径。利用WORKBENCH试井解释软件的专家功能进行反褶积续流校正,为续流校正提供了一种容易实现的方法。 An emendation for continuous flow using a deconvolution is conducted without requiring a testing of a well bore flux, only needing a pressure data. A flux data is computed by using a pressure data. According to the emendation of continuous flow using a deconvolution, which makes early pressure dada to recognize the flow character of the formation near the hole. For emendated data of damaged well,using compound model to interpret and calculate permeability and damage radius of polluted zone. Using the expert function of the Workbench well testing analysis software to conduct an emendation of continuous flow provides a easily realized method for an emendation of continuous flow.
出处 《油气井测试》 2004年第6期63-66,共4页 Well Testing
关键词 反褶积 压力数据 校正 近地层 渗透率 流量 软件 复合油藏 试井解释 井底 deconvolution,interpretation software,emendation for continuous flow
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参考文献1

  • 1A F van Everbingen, W Hurst. Application of the Laplace Transformation to Flow Problems in Reservoirs. Trans,AIME(1949) 186,305 - 324

同被引文献25

  • 1王正茂,闫存章,杨满平.降低测试数据噪音的数值算法[J].钻采工艺,2005,28(1):37-38. 被引量:2
  • 2谭向农.关于压力导数计算方法的研究[J].新疆石油地质,1993,14(1):58-64. 被引量:3
  • 3卢唐德.试井分析理论及方法[M].北京:石油工业出版社,1998.
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  • 5Levitan M M. Practical applications of pressure- rate deconvolution to analysis of real well tests [ C ]. SPE 84290, 2003.
  • 6Levitan M M, Crawford G E, Hardwick A. Practical considerations for pressure- rate deconvolution of well test data[ C]. SPE 90680,2004.
  • 7Ilk D, Valko P P, Blasingame T A. Deconvolution of variable- rate reservior performance data using B- splines [ C]. SPE 95571,2005.
  • 8Van Everdingen A F, Hurst W. The application of the Laplace transformation to flow problems in reserviors [ J ]. Trans AIME, 1949,186:305 - 324.
  • 9Bourgeois M, Horne R N. Well test interpretation using Laplace space type curves[ C]. SPE 22682,1993.
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