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Feasibility Study of WAG Injection in Naturally Fractured Reservoirs

机译:天然裂缝性油藏注水法的可行性研究

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The fundamental aspects of Water Alternating Gas (WAG)injection are still not well understood. There are a fewapplications in fractured media and these show potentialpotential1. Thisstudy looks at the sensitivity of production to reservoir andfluid properties on a pattern scale using tools derived fromexperimental design. Also a look has been taken into the drivemechanisms in the fractured media that play an important roleduring WAG injection.. Earlier studies claimed that WAG injection in fracturedreservoirs is not the best improved oil recovery (IOR)methodmethod2. However when the conditions are fully understoodand the injection is modeled correctly, it is optimal in somefractured reservoirs. The proper modeling of fracturedreservoirs remains difficult.. The standard dual porosityformulation in commercial simulators is based on a continuousmatrix grid overlaid by a continuous fracture grid. The transferof fluid from matrix to fracture is described by a transferfunction. The heart of this transfer function is the shape factor,sigma. As can be seen in a fine-scale grid, the shape factor isdifferent for different reservoir properties and injection types.The upscaling of this sigma from the fine-scale grid to thepattern scale model is important for correct modeling. Thisstudy performs several fine scale single porosity simulations toproperly upscale the flow model to a dual system.The process of determining sensitivities in an organizedmanner on properly upscaled models will be shown here witha limited number of parameters. Fractured reservoirs can bedivided into different categoriescategories3. Based on a fine grid modelof one type of fractured media, a dual porosity model withvarying parameters is set up. This yields recovery outputsacross a range of reservoir properties that are represented bytwo dimensionless numbers. These numbers represent thecapillary over viscous and gravity over viscous forces. Bylooking into the mechanisms that are behind the recovery in.different balances of forces, an insight into when and whyWAG is working is given.
机译:交替注水(WAG)喷射的基本方面仍未得到很好的理解。在裂缝性介质中有一些应用,这些应用显示了潜在的潜力1。本研究使用衍生自实验设计的工具,以模式规模考察生产对储层和流体性质的敏感性。还研究了在WAG注入过程中起重要作用的压裂介质中的驱替机制。早期的研究声称,在裂缝性油藏中注水不是最佳改善采油率(IOR)的方法。但是,当条件被完全理解且注入模型正确时,它在某些裂缝性油藏中是最佳的。裂缝性储层的正确建模仍然很困难。商业模拟器中的标准双重孔隙度公式基于连续裂缝网格覆盖的连续矩阵网格。流体从基质到裂缝的转移由传递函数描述。传递函数的核心是形状因子sigma。如在细尺度网格中可以看到的,形状因数对于不同的储层性质和注入类型是不同的。该sigma从细尺度网格到模式尺度模型的放大对于正确建模很重要。本研究执行了几个精细的单孔孔隙度模拟,以将流动模型适当地放大为双系统。此处将显示在有限放大的参数下以适当的放大模型确定有组织方式的敏感性的过程。裂缝性储层可分为不同类别3。基于一种裂缝介质的精细网格模型,建立了参数变化的双重孔隙模型。这将在由两个无量纲数表示的一系列储层性质中产生采出量。这些数字代表毛细血管超过粘性和重力超过粘性力。通过查看在不同力量平衡中恢复的背后机制,可以了解WAG何时以及为何起作用。

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