软砂完井实验室测试高级数据分析

Kelly Gurley, C. Fischer
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引用次数: 0

摘要

实验室砂潴留和动态失液/渗透率储层钻入液(RDIF)测试方案几乎总是在线性流动配置下运行。虽然这些测试可以提供很好的相关性和预测曲线,但最终数据最有用的形式是转化为井筒中不同压降条件下的径向流动预测。研究人员利用现有的留砂和动态失液/保留渗透率RDIF测试协议的数据,对测试提供的标准数据进行了更完整的分析,包括径向流动计算。本文解释了测试方法和它们产生的数据,以及用于简化线性到径向流动数据问题的定律和方程。恒定压降留砂测试提供砾石充填、筛管和清洁地层渗透率数据,而对未固结地层材料进行的动态失滤/保留渗透率RDIF测试提供最终受损筛管渗透率、剩余滤饼渗透率、入侵地层渗透率和未受损地层渗透率。结合两次测试的数据,可以根据原始测试中收集的每个井段的特定渗透率测量值,估算出从线性流到径向流计算的转换情况。利用具有代表性的井筒数据,将实验室渗透率测量值与流量和预期井筒压力进行了关联。采用径向流动方程进行一步一步的计算,假设稳态和单相流动,可以更简单地转换为井眼场景中更典型的数据。计算简化了恒定压降测试和实验室条件下线性流动的动态失液/保留渗透率RDIF测试的数据,以估计井筒条件下的径向流动。这项研究的结果可以提供一个更简化的过程,将实验室数据从多个测试转化为适用的径向流,可用于井筒计算。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Advanced Data Analysis from Laboratory Testing for Soft-Sand Completions
Laboratory sand retention and dynamic fluid loss/retained permeability reservoir drill-in fluid (RDIF) testing protocols are almost always run in a linear flow configuration. While these tests may provide excellent correlations and predictive curves, the most useful form of the final data would be translated into radial flow predictions for different drawdown conditions into a wellbore. An effort has been made using data from existing sand retention and dynamic fluid loss/retained permeability RDIF testing protocols to demonstrate more complete analysis of the standard data provided from the tests, including radial flow calculations. This paper provides an explanation of the test methods and data they generate, along with the laws and equations used to simplify the problem of linear-to-radial flow data. Constant drawdown sand retention testing provides gravel pack, screen, and clean formation permeability data, while Dynamic Fluid Loss/Retained Permeability RDIF testing on the unconsolidated formation material provides the final damaged screen permeability, remaining filtercake permeability, invaded formation permeability and the undamaged formation permeability. Using the combination of data from the two tests, translation from linear to radial flow calculations can be estimated for a wellbore scenario using the specific permeability measurements for each wellbore section, gathered from the original testing. Using representative wellbore data, a correlation is made between laboratory permeability measurements and flow rates and expected wellbore pressures. Step by step calculations using the Radial Flow equation, assuming steady state and single phase flow, allows a simpler conversion to more typical data seen in wellbore scenarios. Calculations have been made to simplify data from constant drawdown tests and dynamic fluid loss/retained permeability RDIF testing from linear flow in laboratory conditions to estimate radial flow for wellbore conditions. The results of this study can provide a more streamlined process to translate laboratory data from multiple tests into applicable radial flow which can be used for wellbore calculations.
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