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Determining gas permeability in tight rocks: How do we know if we are obtaining the right value

机译:在紧张的岩石中确定透气性:我们如何知道我们是否获得了正确的价值

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The measurement of gas permeability for core plugs of conventional reservoirs, with values larger than 1 md, is a matter of routine in laboratories around the world. The methodology is well established and there are several core analysis companies that offer check plugs for calibrating equipment and validating the methodology used. However, the measurement on tight rocks is more challenging, the results from different laboratories often do not agree, and there are large number of papers comparing different techniques. Additionally, there are a range of mechanisms that might affect these measurements such as: slippage, Knudsen flow, inertial effects, net stress, etc. The permeability of shales determined by different laboratories can vary up to three orders of magnitude. The determination of gas permeability in tight rocks is fraught with difficulties, thus inducing large uncertainty in their values and the mechanisms involved. To reduce this uncertainty we have designed and built standards based on fundamental flow through capillaries following a concept presented by Sinha et al. [1]. We used small diameter glass and fused silica capillaries embedded in PVC cylinders of 38mm diameter and ~ 50 mm length. The permeability of these standards can be theoretically calculated using Hagen–Poiseuille equation for laminar flow. The permeability of our set of standards range from 5.9 mD to 11 nanoD. The gas permeability of these standards was measured both with steady-state and pulse-decay methods. The Klinkenberg corrected permeability agreed very well with the theoretical value within the tolerance of manufacture of the capillaries. The experimental results and theoretical model also allows us to correlate the Klinkenberg slip factor with the mean free path and the radius of the capillaries for the whole range.
机译:常规储层芯塞的燃气渗透率测量,具有大于1兆米的值,是世界各地实验室的常规问题。该方法已经成熟,有几家核心分析公司提供用于校准设备的检查插头并验证所用方法。然而,紧密岩石上的测量更具挑战性,不同实验室的结果通常不同意,并且有大量的纸张比较不同的技术。另外,存在一系列机制可能影响这些测量,例如:滑动,滚子流动,惯性效应,净应力等。由不同实验室确定的节宝的渗透率可以变化至三大数量级。紧密岩石中透气性的测定充满了困难,从而引起了它们的价值观和所涉及的机制的巨大不确定性。为了减少这种不确定性,我们设计了基于Sinha等人呈现的概念后通过毛细管的基础流动设计和建造标准。 [1]。我们使用小直径玻璃和熔融石英毛细管,嵌入38mm直径为38mm和〜50 mm的长度。这些标准的渗透性可以使用Hagen-Poiseuille等式进行层流程来理论地计算。我们的标准集的渗透率范围为5.9 md至11 nanod。通过稳态和脉冲腐烂方法测量这些标准的透气性。 Klinkenberg矫正能力非常良好地商定了毛细血管制造耐受性的理论值。实验结果和理论模型还允许我们将Klinkenberg滑移系数与毛细管的平均自由路径和整个范围的半径相关联。

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