2011
DOI: 10.1029/2011wr010721
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Analytical solutions for pressure perturbation and fluid leakage through aquitards and wells in multilayered‐aquifer systems

Abstract: [1] Large-scale groundwater pumping or deep fluid injection in a multilayered subsurface system may generate pressure perturbation not only in the target formation(s), but also in over-and underlying units. Hydraulic communication in the vertical direction may occur via diffuse leakage through aquitards and/or via focused leakage through leaky wells. Existing analytical solutions for pressure perturbation and fluid flow in such systems consider either diffuse leakage or focused leakage, but never in combinatio… Show more

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Cited by 88 publications
(129 citation statements)
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“…The calculations presented in Section 3 are conducted for an idealized example using an analytical solution for single-phase flow in a system of multiple aquifers and aquitards with multiple injection/pumping wells and multiple leaky wells (Cihan et al, 2011). …”
Section: Analytical Solution Methods and Calculation Assumptionsmentioning
confidence: 99%
See 1 more Smart Citation
“…The calculations presented in Section 3 are conducted for an idealized example using an analytical solution for single-phase flow in a system of multiple aquifers and aquitards with multiple injection/pumping wells and multiple leaky wells (Cihan et al, 2011). …”
Section: Analytical Solution Methods and Calculation Assumptionsmentioning
confidence: 99%
“…Because we focus on the changes in the far-field fluid pressure outside of the expected CO 2 plume domain, we can make the same approximation in our IDPM concept study and use an efficient analytical solution developed for single-phase flow in multi-layer aquifer and aquitard systems (Cihan et al, 2011). This solution captures most of the geometrical and flow features relevant for the idealized example shown in Figure 1; i.e., it can handle aquifer-aquitard systems with any number of layers involving slow brine migration into low-permeability aquitards (also referred to as diffuse leakage) and any number of injection/pumping and leaky wells (see Section 2.2).…”
Section: Generic Example Casementioning
confidence: 99%
“…For the leak scenario, a leaky well is present at a distance r I from the injector, and the distance between the leaky well and observation well is denoted by r L . Such a problem setting has been widely used in analytical and numerical studies for leakage modeling [e.g., Avci, 1994;Birkholzer et al, 2011;Cihan et al, 2011;Nordbotten et al, 2004;Sun and Nicot, 2012;Sun et al, 2013b;Zeidouni, 2014]. Most of the previous analytical studies assume constant injection rates.…”
Section: Analytical Solution For Single-phase Flow In a Multilayer Symentioning
confidence: 99%
“…A primary environmental concern of these practices is the potential migration of injected fluids through connected pathways (e.g., abandoned wells or geologic faults) into underground sources of drinking water. A number of previous works have focused on forward and inverse modeling of leakage from deep subsurface storage formations [e.g., Avci, 1994;Cihan et al, 2011;Javandel et al, 1988;Nordbotten et al, 2004;Sun and Nicot, 2012]. Most of these analyses assume passive monitoring, in which pressure gauges are simply used to ''listen'' for possible leak signals.…”
Section: Introductionmentioning
confidence: 99%
“…Miyake et al (2008) [28] carried out multi-aquifer pumping tests, in multi-screen pumping well and multi-level piezometers in multi-layered confined aquifers to estimate parameters in aquifers, and also for low permeability layers between the aquifers, using the Cooper-Jacob method and a finite element groundwater model. Cihan et al (2011) [9] developed analytical solutions accounting for the combined effect of diffuse and focused leakage to solve for pressure changes in a system of N aquifers with alternating leaky aquitards in response to fluid injection/extraction from any number of layers. Basic ingredient to the mathematical formulations of the above-stated solutions remained a minimum boundary condition of leakage face.…”
mentioning
confidence: 99%