Approximate Solutions for Pressure Buildup During CO2 Injection in Brine Aquifers

被引:0
|
作者
Simon A. Mathias
Paul E. Hardisty
Mark R. Trudell
Robert W. Zimmerman
机构
[1] Imperial College London,Department of Civil and Environmental Engineering
[2] WorleyParsons,Department of Earth Science and Engineering
[3] WorleyParsons,undefined
[4] Imperial College London,undefined
来源
Transport in Porous Media | 2009年 / 79卷
关键词
injection; Forchheimer’s equation; Matched asymptotic expansions; Pressure buildup;
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摘要
If geo-sequestration of CO2 is to be employed as a key emissions reduction method in the global effort to mitigate against climate change, simple yet robust screening of the risks of disposal in brine aquifers will be needed. There has been significant development of simple analytical and semi-analytical techniques to support screening analysis and performance assessment for potential carbon sequestration sites. These techniques have generally been used to estimate the size of CO2 plumes for the purpose of leakage rate estimation. A common assumption is that both the fluids and the geological formation are incompressible. Consequently, calculation of pressure distribution requires the specification of an arbitrary radius of influence. In this article, a new similarity solution is derived using the method of matched asymptotic expansions. A large time approximation of this solution is then extended to account for inertial effects using the Forchheimer equation. By allowing for slight compressibility in the fluids and formation, the solutions improve on previous work by not requiring the specification of an arbitrary radius of influence. The validity of both solutions is explored by comparison with equivalent finite difference solutions, revealing that the new method can provide robust and mathematically rigorous solutions for screening level analysis, where numerical simulations may not be justified or cost effective.
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