含矿化度和热效应的表面活性剂驱油藏模拟模型

C. Preux, I. Malinouskaya, Q. Nguyen, E. Flauraud, S. Ayache
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引用次数: 0

摘要

为了提高采收率,许多石油公司在注入水中使用表面活性剂。一方面,表面活性剂的注入对界面张力的影响较小,对迁移率降低系数的影响较小。另一方面,表面活性剂的效率很大程度上取决于盐度和温度条件。为了优化表面活性剂的注入工艺,通常通过一系列的实验室实验来研究矿化度和温度的影响。然而,这些类型的实验往往是漫长而昂贵的。因此,工程师使用数值模拟。本研究提出了一个数值模型,该模型考虑了表面活性剂注入过程中由于盐度和温度变化而引起的界面张力(IFT)和迁移率降低系数的变化。在这项工作中,我们提出了一个基于五个方程的耦合数值模型:1)用达西定律建模的两个水相和油相输运方程;2)表面活性剂和矿化度的两个输运方程(表面活性剂和矿化度只在水相中输运);3)考虑表面活性剂驱油的热效应的一个能量守恒方程。方程系统包括了盐度和温度对表面活性剂吸附和热降解的影响,以及界面张力的影响。因此,该模型可以改进对表面活性剂注入引起的岩心热驱或油藏作业的分析。耦合模型用于模拟岩心驱替的室内实验。分析了表面活性剂与矿化度、温度之间的相互作用现象。然后,我们展示了两种现象之间的竞争:一方面是热效应对水的粘度的影响,另一方面是表面活性剂对水的流动性的影响。该研究突出了数值模拟在分析和选择适用于给定油藏和井况的表面活性剂方面的有效性。显然,了解IFT及其对表面活性剂浓度、盐度和温度的依赖性还不足以理解岩心驱替研究中涉及的所有物理机制。这些现象实际上是高度耦合的,油藏模拟器将所有这些效应耦合在一起,有助于工程师更好地决定使用何种表面活性剂。
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Reservoir Simulation Model With Surfactant Flooding Including Salinity and Thermal Effect, Based on Laboratory Experiments
In order to improve the oil recovery factor, many oil companies employ surfactant in injected water. On one hand, the injection of surfactant influences the interfacial tension and to a lesser extent, the mobility reduction factor. On the other hand, the efficiency of the surfactant depends strongly on the salinity and temperature conditions. In order to optimize the surfactant injection procedure, the salinity and temperature effects are commonly studied through series of laboratory experiments. However, these types of experiments are often long and expensive. Therefore, engineers use numerical simulations. The present study addresses a numerical model, which allows to take into account the modifications of the interfacial tension (IFT) and the mobility reduction factor due to the salinity and temperature variations during the surfactant injection. In this work, we propose a coupled numerical model based on five equations: i) two transport equations of water and oil phases modelized by the Darcy's law, ii) two transport equations for the surfactant and the salinity (the surfactant and the salinity are transported only in the water phase) iii) one energy conservation equation to take into account the thermal effect on surfactant flooding. The system of equations includes the salinity and the temperature impacts on the surfactant adsorption and thermal degradation, as well as the interfacial tension. Thus, this model allows improving the analysis of thermal corefloods or reservoir operations resulting from the surfactant injection. The coupled model is used to reproduce laboratory experiments based on corefloods. We analyze the interaction phenomena between the surfactant, salinity and temperature. Then, we demonstrate a competition between two phenomena: the thermal effect on the viscosity of water on one hand, and the effect of surfactant on the mobility of water on the other hand. This study highlights the efficiency of numerical simulations for the analysis and choice of the surfactant applied to the given reservoir and well conditions. Obviously, the knowledge of IFT and its dependence on surfactant concentration, salinity and temperature is not sufficient to understand all the physical mechanisms involved in a coreflood study. The phenomena are in fact extremely coupled, and the reservoir simulator coupling all these effects is found to be very helpful for engineers in order to take a good decision about the surfactant species to be used.
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