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Deriving Relative Permeability from Capillary Pressure Using Gaussian and Rational Equations

机译:使用高斯和有理方程从毛细压力推导相对渗透率。

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摘要

While dynamic data are necessary for a robust reservoir characterization, measuring these type of data in a laboratory is time consuming and very expensive. On the other hand, if dynamic data, especially relative permeability and capillary pressure, are available for discrete grids, they might lead to a more promising simulation model. In the following study, capillary pressure is predicted by artificial neural networks for distinct flow units. Then, two methods are introduced for estimating relative permeability: the first one is based on using Gaussian and rational equations for deriving relative permeability from capillary pressure data and the second one is by utilizing ANN.
机译:虽然动态数据对于可靠的储层表征是必不可少的,但在实验室中测量这些类型的数据既耗时又非常昂贵。另一方面,如果动态数据(尤其是相对渗透率和毛细压力)可用于离散网格,则它们可能会导致一个更有希望的仿真模型。在下面的研究中,毛细血管压力通过人工神经网络预测不同的流量单位。然后,介绍了两种估算相对渗透率的方法:第一种方法是基于使用高斯和有理方程从毛细管压力数据中推导相对渗透率的方法,第二种方法是利用ANN。

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