多孔介质
多相流
磁导率
储层模拟
石油工程
计算机科学
工作(物理)
相对渗透率
多孔性
地质学
牙石(牙科)
应用数学
数学
岩土工程
机械
工程类
机械工程
化学
物理
医学
生物化学
膜
牙科
作者
P. H. S. Slompo,Márcio Augusto Villela Pinto,M. L. Oliveira
标识
DOI:10.1080/23324309.2023.2287008
摘要
AbstractMultiphase problems in porous media involve the complex flow of multiple fluid phases within porous structures, covering areas of Engineering, Medicine, Geology, among others. Understanding these phenomena is crucial in natural processes, resource management, and Engineering system design. Due to its great importance, several researchers have contributed by developing different formulations to describe the multiphase problem. Through laboratory experiments, research lines emerged to numerically determine relative permeability and capillary pressure, parameters that were previously obtained only through experiments, giving rise to two distinct models to solve the flow problem: the van Genuchten and Brooks-Corey parameterizations. This work aims to analyze, through numerical simulations, the resolution of multiphase problems in rigid porous media using both parameterization models, in order to compare the efficiency of each method in different settings. Apparently, this study is unique in its focus, uncovering valuable insights into performance and applicability of both parameterization, providing a comprehensive view of their advantages and constraints in several settings. The results of this study have indicated an advantage in employing Brooks-Corey parameterization, particularly in reducing the error between the numerical and analytical solutions. The findings of this study can help, for example, to better understand oil recovery from naturally fractured reservoirs.Keywords: Two-phase flowporous mediamultigridmodified Picardcoupled Gauss-Seidel AcknowledgmentsThe authors would acknowledge the Fundação da Universidade Federal do Paraná - Brazil (FUNPAR) and the infrastructure provided by the Department of Mechanical Engineering (DEMEC) of Federal University of Paraná (UFPR).Disclosure statementThe authors hereby confirm that they are the sole liable persons responsible for the authorship of this work, and that all material that has been herein included as part of the present paper is either the property (and authorship) of the authors.Additional informationFundingThis study was financed by the Fundação da Universidade Federal do Paraná - Brazil (FUNPAR).
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