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Improved Quantification of Fit-for-Purpose Saturation Exponents

机译:适用于目标饱和指数的改进定量

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Saturation exponent is a key input parameter to those petrophysical algorithms that are used for the evaluation of water saturation S_w. A longstanding problem is that different interpretative algorithms often deliver different predictions of S_w in the same reservoir rock, especially where the reservoir shows shale effects. This problem is overcome by determining a fit-for-purpose saturation exponent, which is specific not only to a given core sample but also to a particular interpretative algorithm for the evaluation of S_w. By using fit-for-purpose saturation exponents and published type algorithms for the petrophysical evaluation of S_w, it is shown that the discrepancies between predicted water saturations obtained using different interpretative equations can be confined to a highly restricted range. Through this process, the sensitivity associated with the choice of a petrophysical model for the evaluation of S_w is demonstrably contained. This concept is extended to take account of the degree of maturity of the core database. Four expanding data scenarios are enacted to derive data-specific values of the fit-for-purpose saturation exponent using the best-performing type algorithms. The first scenario assumes no core data beyond measurements of S_w and resistivity index using simulated formation water; results are erratic. Scenario 2 draws additionally on a measurement of porosity for each desaturated core plug; it sets the intrinsic porosity exponent m~* = 2. Values of S_w predicted using saturation exponents established through Scenario 2 compare closely with those evaluations generated through more-data-intensive scenarios. Therefore, Scenario 2 is proposed as the most efficient way of deriving a fit-for-purpose saturation exponent and thence of obtaining a meaningful evaluation of S_w. A specific type algorithm has been identified for doing this most effectively. The method has been validated against benchmarks from a public database. The predictive performance of the preferred type algorithm for evaluating S_w through Scenario 2 matches even a fully comprehensive shaly-sand approach with all its additional characterizing data. Therefore, the use of fit-for-purpose saturation exponents allows data needs to be optimized alongside the further containment of uncertainty in integrated reservoir description. Thus, both costs and risk can be reduced simultaneously.
机译:饱和度指数是那些用于评估水饱和度S_w的岩石物理算法的关键输入参数。一个长期存在的问题是,在同一个储层岩石中,尤其是在储层表现出页岩效应的地方,不同的解释算法通常会提供不同的S_w预测。通过确定适合目的的饱和指数来克服该问题,该指数不仅特定于给定的岩心样本,而且特定于用于评估S_w的特定解释算法。通过使用适合目的的饱和指数和公开的类型算法对S_w进行岩石物理评估,结果表明,使用不同解释方程式获得的预测水饱和度之间的差异可以限制在一个非常有限的范围内。通过该过程,可证明包含与岩石物理模型选择有关的灵敏度以评估S_w。扩展此概念以考虑核心数据库的成熟度。制定了四个扩展数据方案,以使用性能最佳的类型算法得出特定目的的饱和指数的特定数据值。第一种情况假设除了使用模拟地层水测得的S_w和电阻率指标外,没有其他岩心数据。结果是不稳定的。方案2还使用了每个去饱和岩心塞的孔隙率测量值;它设置本征孔隙率指数m〜* =2。使用通过方案2建立的饱和指数预测的S_w值与通过更多数据密集型方案生成的评估值进行了比较。因此,方案2被提出为推导适合饱和度指数并由此获得有意义的S_w评估的最有效方法。已经确定了一种特定类型的算法可以最有效地执行此操作。该方法已针对公共数据库中的基准进行了验证。通过方案2评估S_w的首选类型算法的预测性能甚至与完全综合的泥沙方法及其所有其他特征数据相匹配。因此,使用适合目的的饱和指数可以优化数据,同时进一步抑制综合油藏描述中的不确定性。因此,可以同时降低成本和风险。

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