Geophysical Monitoring for Geologic Carbon Storage. Группа авторов
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Название: Geophysical Monitoring for Geologic Carbon Storage

Автор: Группа авторов

Издательство: John Wiley & Sons Limited

Жанр: География

Серия:

isbn: 9781119156840

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СКАЧАТЬ However, the attenuation starts to recover as more scCO2 saturates the fracture and the rock matrix. Red oval indicates artifacts due to CT image registration errors. Blue oval indicates fast passing of scCO2 along a Mylar sheet, mimicking the behavior of a highly permeable sedimentary layer or a core‐parallel fracture in the sample: (a) Young's modulus and (b) Young's modulus attenuation.

      (5.13)minus p Subscript f Baseline equals left-parenthesis upper B slash 3 right-parenthesis dot tau 33 comma

Schematic illustration of the comparison between the scCO2 saturations in Frac IIb sample within only the fracture versus the entire core.

      where the fractor 1/3 is due to the fact the radial total stresses τ 11 and τ 22 are zero. B can be expressed as (e.g., Mavko et al., 1998)

      (5.14)upper B equals 1 slash left-parenthesis 1 plus phi StartFraction upper K Subscript s Baseline slash upper K Subscript f Baseline minus 1 Over upper K Subscript s Baseline slash upper K Subscript upper D Baseline minus 1 EndFraction right-parenthesis comma

      where K f is the bulk fluid modulus for mixed water and scCO2. Also, from equations (5.5) and (5.6), by assuming no fluid motion in the fracture (i.e., w Subscript n Superscript plus Baseline equals w Subscript n Superscript minus Baseline equals 0 ),

      (5.15)minus p Subscript f Baseline equals StartFraction alpha Superscript upper F Baseline eta Subscript upper D Baseline Over eta Subscript upper M Baseline plus left-parenthesis alpha Superscript upper F Baseline right-parenthesis squared eta Subscript upper D Baseline EndFraction tau Subscript n Baseline tilde 1 slash left-parenthesis StartFraction h Over eta Subscript upper D Baseline upper K Subscript f Baseline EndFraction plus 1 right-parenthesis tau Subscript n Baseline identical-to StartFraction upper B Superscript upper F Baseline Over 3 EndFraction tau Subscript n Baseline comma

      where we used α F ~ 1 and η M ~ φ F /K f , and φ F ~ 1.

Schematic illustration of changes in the uniaxial Skempton coefficients B/3 and BF/3 during Frac IIb scCO2 injection test.

      When the two mechanisms (near‐monotonic decreases in the modulus and increases in attenuation from the heterogeneous invasion of scCO2 in the matrix, and nonmonotonic changes in the modulus and attenuation from interactions between the matrix and the fracture) are combined, the observed complex behavior of the sample's dynamic properties can be explained. However, dynamic poroelastic modeling of the scCO2‐invasion‐induced dynamic rock property changes would be needed for their quantitative validation.

      In this chapter, we presented a series of laboratory experiments on the seismic property changes of fractured Carbon Tan sandstone cores during supercritical CO2 injection. The use of a modified resonant bar technique (Split‐Hopkinson Resonant Bar method) allowed us to make the measurements at crosshole seismic survey frequencies, at approximately 1.4–1.5 kHz for longitudinal waves (or Young's modulus) and 800–900 Hz for torsional waves (or shear modulus). Evolving distributions of water and scCO2 in the samples were also determined via X‐ray CT imaging.

      The experiments showed that CO2 injection resulted in little to no changes in the overall Young's modulus of the sample when the fracture was highly compliant and parallel to the core axis. In contrast, samples containing a core‐perpendicular fracture exhibited large decreases in the Young's modulus, particularly when the leading edge of the invading scCO2 reached the fracture by fast passing along high‐permeability features in the sample. In both cases, large increases in the attenuation were observed. However, the attenuation in the latter samples showed a sudden decrease when the scCO2 reached the fracture, corresponding to the maximum rate of decrease in the Young's modulus.