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Proceedings of the National Academy of Sciences of the United States of America logoLink to Proceedings of the National Academy of Sciences of the United States of America
. 2019 Jan 24;116(7):2464–2469. doi: 10.1073/pnas.1810903116

Dynamics of geologic CO2 storage and plume motion revealed by seismic coda waves

Tieyuan Zhu a,b,c,1, Jonathan Ajo-Franklin d, Thomas M Daley d, Chris Marone a,b
PMCID: PMC6377449  PMID: 30679273

Significance

The sequestration of CO2 into geological formations as a strategy for reducing atmospheric greenhouse gases requires accurate monitoring of CO2 plume for safe long-term storage. However, imaging CO2 plume migration in the subsurface is a challenging problem for existing seismic monitoring methods. Here, we present an approach for CO2 monitoring based on seismic coda waves and apply it to the 3-d period of CO2 injection in a pilot experiment. We find that velocity reduction is nonlinearly correlated with the cumulative CO2 mass inside the reservoir, and that coda waves can effectively monitor the spatiotemporal evolution of CO2 plumes in the subsurface. Our findings suggest approaches for using seismic data in long-term monitoring of subsurface CO2 plume evolution.

Keywords: CO2 sequestration, geologic monitoring, coda wave, flow rate, mass quantification

Abstract

Quantifying the dynamics of sequestered CO2 plumes is critical for safe long-term storage, providing guidance on plume extent, and detecting stratigraphic seal failure. However, existing seismic monitoring methods based on wave reflection or transmission probe a limited rock volume and their sensitivity decreases as CO2 saturation increases, decreasing their utility in quantitative plume mass estimation. Here we show that seismic scattering coda waves, acquired during continuous borehole monitoring, are able to illuminate details of the CO2 plume during a 74-h CO2 injection experiment at the Frio-II well Dayton, TX. Our study reveals a continuous velocity reduction during the dynamic injection of CO2, a result that augments and dramatically improves upon prior analyses based on P-wave arrival times. We show that velocity reduction is nonlinearly correlated with the injected cumulative CO2 mass and attribute this correlation to the fact that coda waves repeatedly sample the heterogeneous distribution of cumulative CO2 in the reservoir zone. Lastly, because our approach does not depend on P-wave arrival times or require well-constrained wave reflections it can be used with many source–receiver geometries including those external to the reservoir, which reduces the risk introduced by in-reservoir monitoring wells. Our results provide an approach for quantitative CO2 monitoring and plume evolution that increases safety and long-term planning for CO2 injection and storage.


Constraints on the spatial distribution and evolution of subsurface CO2 plumes are critical for the safety and efficiency of large-scale geological carbon storage, which is a promising approach for mitigating anthropogenic climate change. Stored CO2 perturbs the geophysical equilibria of reservoir rocks by invading fractures and pore spaces and replacing naturally occurring subsurface fluids (e.g., brines), causing spatiotemporal changes in rock properties. The concomitant changes in seismic velocities of the reservoir rocks can provide a basis for detecting and imaging CO2 plumes (1). However, current approaches rely on active-source, time-lapse seismic techniques based on single-scattering reflected and transmitted waves (25), and a combination of theoretical rock physics predictions (6), laboratory measurements (7, 8), and field experiments (9, 10) indicate that these can be insensitive to small changes in rock properties depending on CO2 saturation state and other factors. Correspondingly, the derivation of CO2 flow dynamics, such as local flow rate, CO2 saturation, and CO2 mass, from single-scattering seismic methods remains challenging.

Here, we demonstrate the use of seismic coda waves from continuous, active-source seismic source monitoring (CASSM) to reveal supercritical CO2 flow dynamics during the Frio-II brine experiment. Coda waves (11) represent scattered and multiply reflected P- and S-waves that traverse the reservoir and sample the spatiotemporal evolution of elastic properties during CO2 injection. We use a coda wave interferometric technique (12, 13) originally developed to detect velocity changes associated with earthquakes (14), local precipitation (15), and mining activities (16). Seismic coda waves bounce repeatedly in the medium, which enables detection of minor variations in physical properties, such as precursory changes in elastic wave velocity before laboratory earthquakes (17, 18).

We use the coda wave technique to show that seismic wave velocity in the vicinity of the CO2 injection decreases systematically with injection rate and cumulated CO2 mass during the 74-h Frio-II injection. The temporal velocity changes we observe during CO2 injection are well described by a 3D multiphase flow model based on seismic coda waves. Correspondingly, we ascribe the temporal velocity reductions to the progressive replacement of brine with CO2 in the injecting reservoir zone and show a robust correlation between injected CO2 mass and reservoir seismic wave speed. Our findings provide perspectives on CO2 plume detection, imaging of subsurface flow, and long-term monitoring of CO2 storage.

Results

Continuous active-source seismic data were collected for about 24 h before and 74 h during the injection of supercritical CO2 into a high permeability reservoir in the Frio-II pilot site in southeast Texas (Fig. 1A; see details in Methods). We analyzed data from two subsurface receivers installed at depths of 1,634 and 1,640 m within the Anahuac shale, which is the primary seal above the reservoir sand (Fig. 1B). CO2 was injected at 1,657 m. Previous results (9, 10) verify that CO2 was trapped in the reservoir and did not breach the shale (Fig. 1C, Top). Here, we focus on coda waves of the seismic records (Fig. 1B and SI Appendix, Fig. S1). To improve the signal-to-noise ratio (SNR) of individual records we stack the pulse recordings in sets of 3,600 (originally four pulses per second), which leads to a series of full seismic data gathers sampled at ∼15 min intervals during injection. The 15-min stacked records are then processed with a bandpass filter of 200–1,000 Hz before coda wave analysis.

Fig. 1.

Fig. 1.

Field site and seismic monitoring for Frio-II CO2 injection experiment. (A) Local geology and stratigraphy reprinted from ref. 28 by permission of the AAPG, whose permission is required for further use. AAPG©2006. (B) Borehole geometry for injection and seismic monitoring. The seismic source is in the injection well at 1,657 m. Red, green, and blue lines show specular ray paths to receivers in the observation well at 1,634, 1,658, and 1,680 m. Thin red line shows example ray path of a multiply-scattered coda wave. (C) Time lapse seismograms for the three receivers. Note similarity in the early part of the wave forms and rapid changes in later stages, after 16 ms for the Top.

Our data include seismic records obtained with CASSM before and after CO2 injection (Fig. 2 and SI Appendix, Fig. S2). Before CO2 injection, the seismograms show consistent waveforms as a function of elapsed time, including coda waves (Fig. 2C), which confirms that the controlled piezoelectric source signature is highly reproducible. After CO2 injection, the waveforms of the first arrivals (direct waves) are stable and quite reproducible, but coda waveforms show an evolution in phase and amplitude as a function of injection time. Waveforms at the beginning of injection (black line in Fig. 2 B and C) provide a reference for changes with injection. As shown, first arrivals still correlate well with the reference wave because direct waves traveling from the source to the sensor via the shortest path are not affected by the CO2 plume. However, the coda waves of even these early seismic traces differ significantly from the reference (Fig. 2C), showing gradual but systematic phase shifts with injection time. Amplitude differences in the later coda (Fig. 2A), after 70 ms, are also apparent. We interpret these observations as an indication that the coda waves observed above the reservoir are sensitive to CO2 migration within the heterogeneous reservoir. The time shift fluctuations between coda waves indicate multiple scattering due to different local slowness perturbations in the heterogeneous reservoir. Coda waves passing through local slowness perturbations will reflect the time shifts while others, not passing through, are expected to show small or no time shifts. Next we quantify the coda waves using coda wave interferometry (Methods) following previous methods (12).

Fig. 2.

Fig. 2.

Seismograms showing the impact of CO2 injection on elastic properties of the reservoir. (A) Full waveforms recorded at 1,640 m before and after injection. Wave amplitude is color-coded red and blue to indicate positive and negative values. (B) Zoom of first arrivals showing direct waves (red) vs. reference wave (black). Note the similarity of wave properties through the first few milliseconds after the direct arrival, with some differences after the first waveform. (C) Zoom of coda waves (red) vs. reference wave (black). Note strong differences in wave properties even 5 h after injection began. All waveforms are processed after applying a bandpass filter of 200–1,000 Hz.

Seismic velocity changes are negligible before CO2 injection, but evolve systematically after injection (Fig. 3). During CO2 pumping, seismic velocity in the vicinity of the CO2 injection decreases with time and net injection mass (Fig. 3A). The time derivative of velocity changes d(dvv)/dt (Fig. 3B) compared with injection rate (Fig. 3C) indicates that a large reduction in elastic wave speed (orange arrows) occurs shortly after CO2 injection begins (first dashed line in Fig. 3), followed by multiple changes with time. We distinguish three stages of CO2 injection based on pumping and the reservoir response: stage 1 from 0 to 39 h, a transition stage from 39 to 47 h when pumping was stopped but fluid continued to migrate within the reservoir, and stage 2 when injection occurred between 47 and 74 h.

Fig. 3.

Fig. 3.

Comparison of observed and predicted relative time shifts for coda waves recorded at 1,640 m. (A) Observed time shifts (red dots) and SD (blue shading) plotted with predicted time shifts (crosses). Note that predictions based on the 3D multiphase flow model match the observations reasonably well. (B) Time derivative of velocity change as a function of injection time (hour) to highlight key changes in reservoir properties. Arrows denote major changes, a few hours after injection started, when pumping stopped for a few hours, when it restarted at 47 h, and after an increase in pumping rate at 66 h. (C) CO2 injection measured at the well head, (D) bottom fluid pressure, and (E) cumulative mass of CO2 injected as a function of time. Dashed vertical lines mark start of the injection, the unplanned stop in injection at about 39 h, the restart of injection, and increasing injection rate, respectively.

After injection began we hypothesize that the first significant reduction in seismic wave speed occurred via rapid emplacement of CO2 in the reservoir (Fig. 3 A and B). Our data suggest that as the mass of injected CO2 increased (Fig. 3E), the CO2 plume migrated up-dip and replaced brine that was originally in the sand reservoir. During this time of increasing CO2 saturation, our results indicate that elastic wave speed decreased steadily (Fig. 3A). Following a halt in injection due to an unexpected pump failure at about 39 h (Fig. 3 C and D), a second spike in d(dvv)/dt occurs at about 40 h (orange arrows in Fig. 3B). We attribute this to ongoing CO2 plume migration within the reservoir. The beginning of the last, and largest magnitude, reduction in velocity coincided approximately with an increase in injection rate (green arrows in Fig. 3 B and C). We hypothesize that faster injection of CO2 causes the CO2 plume to spread more widely and that a wider CO2 plume produces larger coda wave time shifts; we should also note that buoyancy-driven flow is occurring during all phases of injection.

Compared with stage 1 injection, stage 2 shows larger dynamic variations (Fig. 3B). The largest P-wave velocity reduction (1.1 ± 0.23%) (see green arrows in Fig. 3 A and B) occurs approximately 3 h after the CO2 injection rate was increased to ∼1.0 kg/s (see gray-dashed line at about 63 h in Fig. 3 A and B). This velocity reduction, and the corresponding time shift of the coda waves, is also clear in the seismograms at about 63 h (Fig. 2A and SI Appendix, Fig. S2). The results from the top sensor at 1,634 m, shown in SI Appendix, Fig. S3, demonstrate a similar magnitude of velocity reduction in comparison, confirming that the velocity reduction is the result of increasing CO2 in the reservoir zone. The largest velocity reduction, up to 1.8 ± 0.44% (see purple arrows in SI Appendix, Fig. S3), is seen at the upper sensor, at 1,634 m, consistent with the expectation that scattering was greatest within the CO2 reservoir, and scattered waves arriving at the topmost sensor will have sampled the reservoir more thoroughly than other waves.

Our data show a correlation between the mass of CO2 injected and the properties of scattered seismic waves (Fig. 4). As the reservoir CO2 concentration increases during pumping, the plume causes increased layer reflectivity, intralayer scattering, and intrinsic attenuation, all of which tend to enhance scattering coda waves in the plume layer. Therefore, we attribute the velocity reduction observed with coda waves to the increasing volume of supercritical CO2, as CO2 migrates and replaces brine in the plume layer, reducing the bulk modulus of heterogeneous porous rocks. Pore pressure variations in the Frio-II experiment (as measured by a downhole P/T gauge in the injection well) were relatively small (maximum 0.24 MPa in stage 1) due to the high porosity and permeability of the formation, whereas the overburden pressure was about 16 MPa (Fig. 3D). In stage 2, the pore pressure variations are nearly zero. Such small pore pressure changes are unlikely to cause velocity reduction given the effective stress state of the formations (16). Another observation also supports a connection with injected CO2 volume. That is, note that the magnitudes of the estimated velocity reductions from two receivers depend nonlinearly on the cumulative CO2 mass (Fig. 4). The sharp variations in slope are related to rapid injection in stage 2 (blue lines in Fig. 4). This is a unique observation from coda waves. Previous work based on direct P-wave arrivals did not observe such changes (9). We postulate that direct CO2 monitoring travel time measurements saturate at a fixed value after the plume advances past a specular ray path.

Fig. 4.

Fig. 4.

Nonlinear correlation between seismic velocity reduction and cumulative CO2 mass. (A) The 1,634-m sensor and (B) 1,640-m sensor. Small black dots are field measurements with the error bar that is the SDs of three estimates of time shifts using three windows (Methods). Compared with small deviation in stage 1, the large deviation in stage 2 may be caused by complex waveforms as the result of dynamic CO2 plume injection in a short period. Red lines are the best polynomial fit curves for data during stage 1 and transition between 0 and 47 h. Blue lines are the best fit curves at stage 2 between 47 and 74 h. Blue circles: modeled velocity shifts estimates from numerical forward modeling seismic coda waves based on the CO2 flow model (Methods).

To better interpret our findings, we conducted seismic forward modeling tests to simulate seismic coda wave behavior during CO2 injection (see details in Methods). We constructed CO2 seismic velocity models based on predictions of a 3D multiphase flow model for a given CO2 saturation and calculated seismic velocity changes using modeled coda waves. We overlay the model predictions (black crosses) and the observations of seismic velocity changes in Fig. 3A and SI Appendix, Fig. S3A. They show reasonable agreement between calculated velocity changes from modeled coda waves and estimates from both 1,634- and 1,640-m sensors in the period 0–47 h, which is consistent with the velocity–mass relation (red lines in Fig. 4). During stage 2 injection (after hour 47), seismic velocity reduction is nonlinearly proportional to CO2 mass, which indicates a more heterogeneous CO2 distribution. We interpret this as a result of newly injected CO2 adding to and expanding the original CO2 plume in the reservoir. Modeled velocity reduction seems not to capture the nonlinearity, particularly in the 1,634-m sensor case (Fig. 4A and SI Appendix, Fig. S3A). Possible reasons for this include: (i) a constant CO2 injection rate (0.9 kg/s) used in the model as opposed to dynamic CO2 injection rates in the field operation, which leads to the strong nonlinear velocity–mass relation (blue lines in Fig. 4), and/or (ii) limitations of the model, which is based on travel time results (19) for which higher CO2 saturation are not predicted.

Discussion

Our results demonstrate that CO2 migration can be imaged using seismic coda waves. We demonstrate a relation between cumulative CO2 mass and elastic wave speed reduction within the 74-h injection and show the unique sensitivity of coda waves to cumulative CO2 mass. Our interpretation is consistent with previous work (9) and provides additional information on plume dynamics. Previous work based on direct waves found that seismic velocity reduction became negligible, likely due to the fact that CO2 saturation in the direct ray path was either not increasing or that the direct P-wave response to saturation changes was flat. Spetzler et al. (20) showed that finite-frequency kernels based on single scattering can overcome the limitations of direct ray paths by including Fresnel zone effects. Here, we show that multiple scattering coda waves sample a larger volume of the plume and are more sensitive to the cumulative plume mass compared with local effects.

Coda wave observations of CO2 migration are significant because traditional approaches for monitoring, verification, and accounting (MVA) seek to provide global estimates of plume mass as well as structural information on CO2 migration. Our results suggest that seismic coda measurements may enable monitoring in the deep subsurface without the use of wells that directly penetrate the reservoir and for cases where cumulative CO2 mass is the target parameter. This could have important implications for safe, long-term storage because the use of nonpenetrating monitoring wells decreases leakage risk while preserving the advantages of locating repeatable sources below the highly attenuating near-surface regions. Our observations also suggest that coda wave analysis might have a role in broader areal monitoring if a sufficiently stable source could be utilized. Recently developed orbital sources including the Accurately Controlled Routinely Operated Signal System (21) and the Lawrence Berkeley National Lab’s Surface Orbital Vibrator (22) offer a path for such studies if approaches for accommodating temporal variations in near-surface response can be developed.

A key question in seismic monitoring of CO2 is how to quantify injected CO2 flow properties at the reservoir scale. Our results show a nonlinear correlation between velocity reduction and the cumulative CO2 mass (Fig. 4) in contrast with the linear correlation between measured time shifts of reflections and injected CO2 mass observed in Sleipner time-lapse data (5, 23). This is likely due to the dramatic differences in wavelength, timescale, and processing; the Sleipner approach is largely based on classical analysis of reflection pull down and is executed at wavelengths close to two orders of magnitude larger than the Frio-II experiment. In Fig. 4, we show that the relationship between wave speed and CO2 mass has two key stages: weak nonlinearity in stage 1 and strong nonlinearity in stage 2. This might be related to different injection rates (or cumulative CO2 mass), which would be consistent with previous experimental results showing that CO2 saturation and local permeability are strongly controlled by flow rate of the invaded phase (24, 25). Therefore, the correlation between velocity reductions and the flow rate presented here provides constraints on quantifying CO2 flow properties in subsurface processes using coda waves. In addition, different velocity CO2 mass trends seen in the top two sensors (Fig. 4) confirm the heterogeneous distribution of the CO2 plume that is very important for fluid migration. Such heterogeneity needs to be well understood and characterized using coda wave tomography (26) with multiple source CASSM data. Analysis of coda waves from multisource CASSM deployments (27) might provide a path toward improved constraints on spatial heterogeneity, even for locations not directly within the aperture of transmission imaging.

In summary, our results show key connections between the dynamics (flow rate and mass) of injected CO2 plume and temporal seismic velocity changes using coda waves that may be a promising avenue for the long-term monitoring and quantifying of injected CO2 plume in the future geological CO2 storage projects.

Methods

Site Description and Seismic Monitoring Data.

The Frio-II pilot was a small-scale injection of supercritical CO2 into a high permeability reservoir to test geologic storage in saline aquifers (28). CO2 injection began at ∼7:30 PM, Central Daylight Time, on September 25, 2006. About 380 tons of CO2 were injected into the blue sand of the Frio formation (Fig. 1A) in about 5 d. Injected CO2 fluid is in a supercritical (or relatively dense phase) state under the condition of in situ pressure (15 MPa) and temperature (55 °C). The pilot site had two wells, about 30 m apart, a down-dip injector and a dedicated up-dip observation well. A highly repeatable piezoelectric source was installed in the injection well near the top of the reservoir sand at about 1,657 m, and multiple hydrophones were installed in the observation well spanning the reservoir (Fig. 1B). A full description of the acquisition design and deployment can be found in Daley et al. (9). We processed about 74 h of continuous cross-well seismic monitoring data, which provided information on the spatial and temporal variation of the CO2 plume as it migrated up-dip, driven by buoyancy, across different source–receiver pairs (Fig. 1B). First arrival travel time and amplitude changes, measured by the receivers at various depths in the observation well, allowed hour-by-hour monitoring of the growing CO2 plume via the induced seismic velocity change (9, 19) and seismic attenuation change (10). Each ray path had a unique response with those in the reservoir showing a clear delay in arrival time, which tended to stabilize after a few hours of injection (Fig. 1C). This CASSM waveform data are ideal for constraining the spatiotemporal evolution of the CO2 plume since it captures variations on the same spatial and temporal scales as a typical reservoir model.

Relative Time Shift dt/t by the Local Similarity Method.

The local waveform similarity method (29) provides a smooth continuous measure of similarity between two signals and thus quantitative estimation and extraction of variable time shifts between signals in iterative optimization schemes. In the implementation of iterative optimization, we chose the shaping regularization to enforce smoothness and stabilize the results. To adaptively determine the regularization coefficient (i.e., smoothness of the shaping operator), we started with strong smoothing and iteratively decreased it when the results stopped changing and before they became unstable. The first iteration with a Gaussian smoothing is equivalent to the windowed cross-correlation method. Further iterations using relative amplitude normalization can mitigate amplitude effects on the local similarity. Another parameter (the smoothing radius) needs to be specified in the local similarity method.

In our examples, we used the local waveform similarity module in the open-source Madagascar package (30) to compute the time shift, τ=dt/t, between the reference coda wave trace and other time-lapse traces. A reference seismic record is chosen as the first trace of each selected lapse time window to avoid cycle skipping, which may occur after longer injection times (larger velocity reduction). We chose three lapse time window sizes: 1 (15 min), 5 (75 min), and 10 (150 min) traces. In each window i, the relative time shift τi for the lapse times are derived and added to the last time shift τi1. After all calculation, three derived relative time shifts for three window sizes are averaged (SI Appendix, Fig. S4). We observed that the trend of time shifts is consistent for three window cases. We used three independent estimates of the relative time shift to calculate mean and SD. Assume that the time shift dt/t is caused by a spatially homogeneous relative velocity change dv/v, the relative time shift is therefore the reflection of the relative velocity variations dv/v (12).

Modeling of Seismic Coda Waves During CO2 Plume Migration in Frio-II Site.

The CO2 flow model used in this study was developed in Daley et al. (19) using the TOUGH2 (Transport of Unsaturated Groundwater and Heat 2) flow simulator (31) for simulating CO2 flow dynamics in porous and fractured media. TOUGH2 uses the hysteretic formulation for capillary pressure and relative permeability, and an equation of state package (32) to treat a two-phase (liquid, gas), three-component (water, salt, CO2) system in pressure/temperature regimes above the critical point of CO2 (P = 7.38 MPa, T = 31 °C). In rock physics, forward simulations, brine, and supercritical CO2 properties are calculated for in situ pressures (15 MPa) and temperatures (55 °C) (Vp values of 1,574 and 333 m/s, respectively, with corresponding densities of 992 and 653 kg/m3) using the Batzle–Wang model (33) for brine properties and the National Institute of Standards and Technology empirical database (34) for CO2 properties. Because a minimal temperature change is observed in field measurements, the temperature is assumed to remain constant for the simulations. The numerical schemes use an integral finite difference method for space discretization and first-order fully implicit time differencing. The simulation finally generated a time series of simulated saturation distributions for 5 d of CO2 injection at an average rate of 0.9 kg/s (76 T/d). These time-lapse CO2 saturation models were further improved iteratively by matching the CASSM field data (19).

Next, we employ the patchy saturation substitution approach (35, 36) to transform changes in CO2 saturation from the TOUGH2 simulation to changes in observable seismic properties (P-wave velocity, density, and attenuation) using the models mentioned previously. The heterogeneity in the seismic models is introduced by a random perturbation (<5% percent velocity perturbation) by von Kármán correlation function (37). SI Appendix, Fig. S5 shows the snapshots of the updated CO2 seismic velocity models. We finally employ a time-domain finite-difference acoustic wave equation solver (38) to model seismic data for each CO2 velocity model with the Frio-II source–receiver geometry. SI Appendix, Fig. S6 compares simulated direct waves and coda waves at the sensor (1,640 m). The observations of direct arrivals and coda waves before and after CO2 injection are consistent with our field observations (Fig. 2).

Data Availability.

Seismic field data used in this study were acquired by Lawrence Berkeley National Lab (LBNL) with support from the US Department of Energy. All data can be freely accessed on the Energy Data eXchange (EDX), operated by the National Energy Technology Laboratory (9) and utilized under the terms of the Creative Commons Attribution (CCA) license.

Supplementary Material

Supplementary File

Acknowledgments

We thank Susan Hovorka of the University of Texas, Bureau of Economic Geology, for her management of the Frio project. This work was supported by the Wilson Research Initiation Award from the College of Earth Mineral Sciences at the Pennsylvania State University and the National Energy Technology Laboratory of the US Department of Energy (DOE), under the US DOE Contract DE-FE0031544. Support for J.A.-F. was provided by US DOE, Office of Science, Office of Basic Energy Sciences, Chemical Sciences, Geosciences, and Biosciences Division under Contract DE-AC02-05CH11231. The Frio-II field experiment was supported by the Geological Carbon Sequestration Project (GEO-SEQ), along with LBNL work supported by the Assistant Secretary for Fossil Energy, Office of Coal and Power Systems through the National Energy Technology Laboratory, of the US DOE, under Contract DE-AC02-05CH11231.

Footnotes

The authors declare no conflict of interest.

This article is a PNAS Direct Submission.

This article contains supporting information online at www.pnas.org/lookup/suppl/doi:10.1073/pnas.1810903116/-/DCSupplemental.

References

  • 1.Wang Z, Cates ME, Langan RT. Seismic monitoring of a CO2 flood in a carbonate reservoir: A rock physics study. Geophysics. 1998;65:1604–1617. [Google Scholar]
  • 2.Arts R, et al. Monitoring of CO2 injected at Sleipner using time-lapse seismic data. Energy. 2004;29:1383–1392. [Google Scholar]
  • 3.Xue Z, Tanase D, Watanabe J. Estimation of CO2 saturation from time-lapse CO2 well logging in an onshore aquifer, Nagaoka, Japan. Explor Geophys. 2006;37:19–29. [Google Scholar]
  • 4.Daley TM, Myer LR, Peterson JE, Majer EL, Hoversten GM. Time-lapse crosswell seismic and VSP monitoring of injected CO2 in a brine aquifer. Environ Geol. 2008;54:1657–1665. [Google Scholar]
  • 5.Gareth W, Chadwick A. Quantitative seismic analysis of a thin layer of CO2 in the Sleipner injection plume. Geophysics. 2012;77:R245–R256. [Google Scholar]
  • 6.Carcione JM, Picotti S, Gei D, Rossi G. Physics and seismic modeling for monitoring CO2 storage. Pure Appl Geophys. 2006;163:175–207. [Google Scholar]
  • 7.Xue Z, Kim J, Mito S, Kitamura K, Matsuoka T. 2009 Detecting and monitoring CO2 with P-wave velocity and resistivity from both laboratory- and field scales. SPE 126885, SPE International Conference on CO2 Capture, Storage, and Utilization, San Diego, CA, USA, November 2–4, 2009. Available at https://www.onepetro.org/conference-paper/SPE-126885-MS. Accessed January 17, 2019.
  • 8.Nakagawa S, Kneafsey TJ, Daley TM, Freifeld BM, Rees EV. Laboratory seismic monitoring of supercritical CO2 flooding in sandstone cores using the split Hopkinson resonant bar technique with concurrent x-ray computed tomography imaging. Geophys Prospect. 2013;61:254–269. [Google Scholar]
  • 9.Daley TM, Solbau RD, Ajo-Franklin JB, Benson SM. Continuous active source monitoring of CO2 injection in a brine aquifer. Geophysics. 2007;72:A57–A61. [Google Scholar]
  • 10.Zhu T, Ajo-Franklin JB, Daley TM. Spatiotemporal changes of seismic attenuation caused by injected CO2 at the Frio-II pilot site, Dayton, TX, USA. J Geophys Res. 2017;122:7156–7171. [Google Scholar]
  • 11.Aki K, Chouet LB. Origin of coda waves: Source, attenuation, and scattering effects. J Geophys Res. 1975;80:3322–3342. [Google Scholar]
  • 12.Snieder R, Grêt A, Douma H, Scales J. Coda wave interferometry for estimating nonlinear behavior in seismic velocity. Science. 2002;295:2253–2255. doi: 10.1126/science.1070015. [DOI] [PubMed] [Google Scholar]
  • 13.Snieder R. The theory of coda wave interferometry. Pure Appl Geophys. 2006;163:455–473. [Google Scholar]
  • 14.Peng Z, Ben-Zion Y. Temporal changes of shallow seismic velocity around the Karadere-Duzce branch of the north Anatolian fault and strong ground motion. Pure Appl Geophys. 2006;163:567–599. [Google Scholar]
  • 15.Sens-Schönfelder C, Wegler U. Passive image interferometry and seasonal variations of seismic velocities at Merapi Volcano, Indonesia. Geophys Res Lett. 2006;33:L21302. [Google Scholar]
  • 16.Grêt A, Snieder R, Ozbay U. Monitoring in-situ stress changes in a mining environment with coda wave interferometry. Geophys J Int. 2006;167:504–508. [Google Scholar]
  • 17.Kaproth BM, Marone C. Slow earthquakes, preseismic velocity changes, and the origin of slow frictional stick-slip. Science. 2013;341:1229–1232. doi: 10.1126/science.1239577. [DOI] [PubMed] [Google Scholar]
  • 18.Tinti E, et al. On the evolution of elastic properties during laboratory stick-slip experiments spanning the transition from slow slip to dynamic rupture. J Geophys Res. 2016;121:8569–8594. [Google Scholar]
  • 19.Daley TM, Ajo-Franklin JB, Doughty C. Constraining the reservoir model of an injected CO2 plume with crosswell CASSM at the Frio-II brine pilot. Int J Greenhouse Gas Control. 2011;5:1022–1030. [Google Scholar]
  • 20.Spetzler J, Xue Z, Saito H, Nishizawa O. Case story: Time-lapse seismic crosswell monitoring of CO2 injected in an onshore sandstone aquifer. Geophys J Int. 2008;172:214–225. [Google Scholar]
  • 21.Ikeda T, et al. Temporal variation of the shallow subsurface in the Aquistore CO2 storage site associated with environmental influences using a continuous and controlled seismic source. J Geophys Res. 2017;122:2859–2872. [Google Scholar]
  • 22.Dou S, et al. 2017 Surface orbital vibrator for permanent seismic monitoring: A signal contents and repeatability appraisal. SEG Technical Program Expanded Abstracts 2017. Available at https://library.seg.org/doi/10.1190/segam2017-17797822.1. Accessed January 17, 2019.
  • 23.Bergmann P, Chadwick A. Volumetric bounds on subsurface fluid substitution using 4D seismic time shifts with an application at Sleipner, North Sea. Geophysics. 2015;80:B153–B165. [Google Scholar]
  • 24.Kitamura K, Honda H, Takaki S, Imasato M, Mitani Y. 2017 Impact of fluid injection velocity on CO2 saturation and pore pressure in porous sandstone. 19th EGU General Assembly Conference Abstracts, EGU2017–14943-1. Available at http://adsabs.harvard.edu/abs/2017EGUGA..1914943K. Accessed January 17, 2019.
  • 25.Zhang Y, et al. The pathway-flow relative permeability of CO2: Measurement by lowered pressure drops. Water Resour Res. 2017;53:8626–8638. [Google Scholar]
  • 26.Kanu C, Snieder R. Time-lapse imaging of a localized weak change with multiply scattered waves using numerical-based sensitivity kernels. J Geophys Res. 2015;119:5595–5605. [Google Scholar]
  • 27.Ajo-Franklin JB, et al. 2011 Multi-level continuous active source seismic monitoring (ML‐CASSM): Mapping shallow hydrofracture evolution at a TCE contaminated site. SEG Technical Program Expanded Abstracts 2011. Available at https://library.seg.org/doi/abs/10.1190/1.3627980. Accessed January 17, 2019.
  • 28.Hovorka SD, et al. Measuring permanence of CO2 storage in saline formations: The Frio experiment. Environ Geosci. 2006;13:105–121. [Google Scholar]
  • 29.Fomel S. Local seismic attributes. Geophysics. 2007;72:A29–A33. [Google Scholar]
  • 30.Fomel S, Sava P, Vlad I, Liu Y, Bashkardin V. Madagascar: Open-source software project for multidimensional data analysis and reproducible computational experiments. J Open Res Software. 2013;1:e8. [Google Scholar]
  • 31.Pruess K, Oldenburg C, Moridis G. 1999. TOUGH2 User’s Guide, Version 2.0 (Lawrence Berkeley National Laboratory, Berkeley, CA), Report LBNL-43134.
  • 32.Pruess K, García J. Multiphase flow dynamics during CO2 disposal into saline aquifers. Environ Geol. 2002;42:282–295. [Google Scholar]
  • 33.Batzle M, Wang J. Seismic properties of pore fluids. Geophysics. 1992;57:1396–1408. [Google Scholar]
  • 34.Lemmon EW, McLinden MO, Friend DG. Thermophysical properties of fluid systems. In: Linstrom PJ, Mallard WG, editors. Chemistry Web Book, NIST Standard Reference Database Number 69. National Institute of Standards and Technology; Gaithersburg, MD: 2005. [Google Scholar]
  • 35.White JE. Computed seismic speeds and attenuation in rocks with partial gas saturation. Geophysics. 1975;40:224–232. [Google Scholar]
  • 36.Dutta NC, Seriff AJ. On White’s model of attenuation in rocks with partial gas saturation. Geophysics. 1979;44:1806–1812. [Google Scholar]
  • 37.Frankel A, Clayton RW. Finite difference simulations of seismic scattering: Implications for the propagation of short-period seismic waves in the crust and models of crustal heterogeneity. J Geophys Res. 1986;91:6465–6489. [Google Scholar]
  • 38.Zhu T, Harris JM. Modeling acoustic wave propagation in heterogeneous attenuating media using decoupled fractional Laplacians. Geophysics. 2014;79:T105–T116. [Google Scholar]

Associated Data

This section collects any data citations, data availability statements, or supplementary materials included in this article.

Supplementary Materials

Supplementary File

Data Availability Statement

Seismic field data used in this study were acquired by Lawrence Berkeley National Lab (LBNL) with support from the US Department of Energy. All data can be freely accessed on the Energy Data eXchange (EDX), operated by the National Energy Technology Laboratory (9) and utilized under the terms of the Creative Commons Attribution (CCA) license.


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