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Pressure Buildup During Supercritical Carbon Dioxide Injection From a Partially Penetrating Borehole into Gas Reservoirs

机译:从部分穿透的钻孔向气藏中注入超临界二氧化碳时的压力累积

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摘要

Injecting CO_2 into a subsurface formation causes a buildup of pressure in the vicinity of the injection well. While a large injection rate can reduce the cost associated with injection, an indefinitely large injection rate can result in excessive formation damage. To obtain an optimal injection rate without exceeding the safe pressure limits, one will like to have some knowledge of the transient pressure buildup characteristics resulting from a particular injection rate. While elaborate numerical simulations can provide reliable pressure buildup predictions, they require extensive knowledge about the formation, which is normally not available at the start of an injection process. To alleviate this problem, using some simplifying assumptions, we have developed a solution to predict the transient buildup of pressure resulting from injection of supercritical carbon dioxide from a partially penetrating well into a gas reservoir. The solution in space and time is first obtained in the Fourier-Laplace transform space, and then inverted back into real space (in cylindrical coordinates) and time. We use the solution to study pressure transient characteristics for different formation permeabilities and anisotropy ratios. Results obtained using the solution compared well with those from numerical simulations.
机译:将CO_2注入地下地层会导致注入井附近压力升高。虽然较大的注入速率可以减少与注入相关的成本,但是无限大的注入速率可能导致过度的地层损坏。为了在不超过安全压力极限的情况下获得最佳喷射速率,人们希望对特定喷射速率导致的瞬态压力累积特性有所了解。尽管详尽的数值模拟可以提供可靠的压力累积预测,但它们需要有关地层的广泛知识,而通常在注入过程开始之时就无法获得这些知识。为了缓解此问题,我们使用一些简化的假设,开发了一种解决方案,以预测由于超临界二氧化碳从部分渗透的井中注入气藏而产生的瞬时压力累积。首先在傅立叶-拉普拉斯变换空间中获得空间和时间的解,然后将其倒换为实空间(在圆柱坐标系中)和时间。我们使用该解决方案来研究不同地层渗透率和各向异性比的压力瞬变特征。使用该解决方案获得的结果与来自数值模拟的结果进行了很好的比较。

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