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A Practical Procedure to Predict Cresting Behavior in Horizontal Wells

机译:一种预测水平井中的Cresting行为的实用程序

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Water and gas cresting in horizontal wells are important phenomena in reservoirs that have an aquifer and/or a gas-cap. In practical situations, many reservoirs are produced under supercritical rates and a breakthrough of the displacing phase becomes inevitable. At the beginning of a reservoir simulation study, it is desirable to make an estimate of the breakthrough time and the post-breakthrough behavior. Grid sensitivity runs are also required to obtain the appropriate grid block sizes. An accurate representation of cresting behavior requires a very fine grid, which is not always practical. In this work a procedure was developed to obtain accurate breakthrough times using just coarse grid simulations. The flow equations were written in dimensionles sform and important parameters affecting multiphase flow were identified. Simple correlations for a quick estimate of breakthrough time, maximum oil rate and post-breakthrough behavior were derived based on an appropriate set of dimensionless variables and an extensive number of simulation runs. The effects of gridblock size and grid pattern were investigated in detail. Effects of rate, mobility ratio, well drainage area, well height, and end-points and shapes of relative permeability curves were also included. A procedure to derive pseudofunctions either using numerical correlations or coarse grid simulations is also presented. These pseudofunctions can be used to improve the performance of coarse grid simulations. An optimum grid pattern to start a reservoir simulation study is proposed. Application to a real field example shows that the correlations and procedures derived are reliable and accurate, and can be used for quick estimates before starting a reservoir simulation study.
机译:水平井中的水和天然气在水库中具有含水层和/或气帽的重要现象。在实际情况下,许多储层在超临界速率下产生,流离失所阶段的突破变得不可避免。在储层仿真研究的开始时,期望对突破时间和突破后行为进行估计。还需要网格敏感性运行来获得适当的网格块尺寸。 Cresting行为的准确表示需要一个非常细的网格,这并不总是实用的。在这项工作中,开发了一个程序,以获得仅使用粗栅模拟获得精确的突破时间。流动方程被写入尺寸和影响多相流的重要参数。基于适当的无量纲变量和广泛的仿真运行,导出了快速估计突破时间,最大油速率和突破性行为的简单相关性。详细研究了栅格尺寸和网格图案的效果。还包括速率,迁移率,井排水区,井高度和相对渗透曲线的终点和形状的影响。还呈现了使用数值相关或粗栅模拟的衍射假障碍的过程。这些假障碍可用于提高粗栅模拟的性能。提出了一种最佳的网格图案来开始储层模拟研究。应用于真实领域的示例,示出了导出的相关性和程序是可靠且准确的,并且可以在开始储层模拟研究之前用于快速估计。

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