266 D12. Recent Advances in Hydrogeology (Posters)
Wednesday, 25 September 2019
9:00 AM - 6:30 PM
Hall AB, North Building
THE DISTANCE OF CONTINUED INCREASING PORE PRESSURE AFTER INJECTION STOPS
Paper number: 266-9
Program: Technical Sessions
Time: 9:00 AM – 6:30 PM
Authors
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Shemin GeUniversity of Colorado Boulder, Boulder, CO
Abstract
At what distance from the injection well does the pore pressure continue to increase after injection ceases and what controls that distance? What are the controlling factors that dictate the distance? We use the Theis solution for pore pressure change caused by injection and the Principle of Superposition for pore pressure change after injections stop to derive an equation for the radial distance at which the pore pressure is increasing through time. We find that this distance can be described as a power function of the time since injection ceased. The equation is also a function of the injection aquifer’s diffusivity and the total length of injection. As pore pressure continues to increase at distances farther form the well, the likelihood of encountering a critically stressed fault increases. We do find limits on this phenomenon where the pore pressure does not continue to increase after injection ceases when the diffusivity of the aquifer is very high (e.g. on the order of thousands of square meters per second) and the injection rate is not excessively high (e.g. less than several thousand cubic meters per day).
Geological Society of America Abstracts with Programs. Vol. 51, No. 5
doi: 10.1130/abs/2019AM-336871
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