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Article

Induced Seismicity Hazard Assessment for a Potential CO2 Storage Site in the Southern San Joaquin Basin, CA

Department of Energy Science and Engineering, Stanford University, 367 Panama Mall, Stanford, CA 94305, USA
*
Author to whom correspondence should be addressed.
GeoHazards 2023, 4(4), 421-436; https://doi.org/10.3390/geohazards4040024
Submission received: 26 August 2023 / Revised: 16 October 2023 / Accepted: 23 October 2023 / Published: 1 November 2023
(This article belongs to the Special Issue Active Faulting and Seismicity)

Abstract

:
California’s Central Valley offers vast opportunities for CO2 storage in deep saline aquifers. We conducted an induced seismicity hazard assessment for a potential injection site in the southern San Joaquin Basin for 18 years of injection at 0.68 MtCO2/yr and 100 years of monitoring. We mapped stress, faults, and seismicity in a 30 km radius around the site to build a geomechanical model and resolve the stresses on major faults. From a 3D hydromechanical simulation of the CO2 plume, we calculated the change in pressure over time on these faults and determined the conditions for safe injection. Lacking any subsurface imaging, we also conducted a probabilistic fault slip analysis using numerous random distributions of faults and a range of geomechanical parameters. Our results show that the change in probability of fault slip can be minimized by controlling the size, migration, and magnitude of the pressure plume. We also constructed a seismic catalog for the last 20 years around the site and characterized the natural patterns of seismicity. We use these results to establish criteria for evaluating potential-induced events during the storage period and to develop a traffic light response system. This study represents a first-order procedure to evaluate the seismic hazards presented by CO2 storage and incorporate uncertainties in hydrological and geomechanical parameters.

1. Introduction

The San Joaquin Basin has significant potential storage capacity for CO2 in deep saline aquifers (16.6–52 Gt) [1]. Although the parts of the basin suited for storage are not tectonically active, there are major faults that present seismic hazards. Increasing pore pressure in storage reservoirs through CO2 injection pushes faults closer to failure by decreasing fault-effective normal stress. Injection-induced seismicity has previously occurred in California during fluid injection associated with enhanced geothermal recovery [2] and wastewater disposal [3]. Although there have been no large, damaging earthquakes induced by CO2 storage, there have been many observations of microseismicity related to CO2 injection [4,5,6]. In CO2 storage applications, induced seismicity represents a hazard in terms of human nuisance and safety, damage to surface and subsurface structures, and storage integrity [7]. While the area of the CO2 plume remains relatively small, the pressure perturbation and deformation field extend much further [8]. These perturbation fields evolve over time. So, it is critical to assess the potential for fault slip through both injection and storage periods.
In this study, we take a three-part approach to evaluating seismic hazards at a candidate site in the Southern San Joaquin Basin of California. First, we build a geomechanical model and evaluate the stress state of mapped faults near the injection site. We then examine the probability of induced fault slip due to CO2 injection using random populations of faults and a distribution of geomechanical parameters. From these analyses, we delineate the pressure conditions that minimize the potential to induce slip on faults, given the spatial extent and magnitude of the predicted pressure plume. Finally, we characterize the natural patterns of seismicity at the site and establish criteria for differentiating induced events during the injection storage periods and for responding to events at different thresholds using a traffic light system.

2. Method

The first step of our analysis was to map stress, seismicity, and faults in the area surrounding the injection site. Based on estimates of the CO2 pressure plume size from a three-dimensional hydromechanical model implemented in Computer Modeling Group (CMG) software [9], we chose to study the area within a ~20 km radius of the injector. We obtained principal stress directions and relative stress magnitudes from recently published U.S. stress maps that include borehole measurements and earthquake focal mechanism inversions [10]. For the seismic catalog, we used the USGS earthquake catalog from 1920 to 2008 and a recently published Southern California catalog from 2008 to 2018 [11], and the Southern California Earthquake Data Center (SCEDC) catalog from 2018 to present. The new Southern California catalog uses template matching to detect more events and relocate previously detected events. Fault locations and orientations were obtained from the USGS Quaternary Faults database [12]. No seismic imaging was available for the area, so we simply assume that each of the mapped faults extends from the surface and intersects the entire thickness of the storage formation at depth. We used the stress map data to calculate the resolved shear and normal stresses on the mapped faults at depth and determine what pressure conditions are safe during the injection period. Because we do not have a complete picture of the fault architecture or material properties at depth, we also conducted a probabilistic fault slip analysis to understand the conditions for fault slip given a range of geomechanical and fault properties. Finally, we analyzed the last 20 years of earthquake data around the site to understand the characteristics of naturally occurring seismicity. We performed a declustering analysis of the updated seismic catalogs and used seismic density as a metric to track changes in seismic characteristics that may distinguish natural and induced seismicity during the monitoring phase.

3. Site Characteristics

The proposed injection site is northwest of Bakersfield, CA, in the Southern San Joaquin Basin (Figure 1). This area of the basin is predominantly composed of Cenozoic marine sediments that show a depositional sequence transitioning from a deep marine to a shallow brackish environment [13]. The target formation for storage is the Etchegoin, a Pliocene-age marine formation comprised of interbedded siltstones, sandstones, and silty sands. In the region of the proposed site, the Etchegoin is ~1000–2000 ft thick and dips ~9° to the southeast [14]. The porosity from neutron logs is measured between 25 and 33% and the permeability is estimated between 1 and 10 mD (Figure 2). Above the Etchegoin are multiple low-permeability shales and claystones of the San Joaquin formation, which serve as the overlying seals. Below the Etchegoin is the low-permeability Antelope shale (0.1–1 µD). The target injection depth in the Etchegoin is 5000 ft (1524 m).

3.1. Stress

The candidate area is in a strike-slip stress state, signifying that the maximum horizontal stress (SHmax) is the greatest principal stress component. The magnitude of AΦ, which describes the ratio of the principal stresses, is ~1.5–1.7 [15]. The maximum horizontal stress is oriented approximately normal to the San Andreas Fault to the southwest. SHmax orientations around the injection site are relatively consistent, ~50–60° N-NE. We estimated the gradient of the vertical stress (Sv) at 1.1 psi/ft based on reasonable values for sedimentary rock density. We then used earthquake focal mechanism inversion to obtain the relative magnitudes of the three principal stresses. Based on our estimate for Sv, the SHmax gradient is ~1.7 psi/ft. To estimate Shmin, we use frictional faulting theory, assuming a range of values for the fault coefficient of friction of 0.6–0.8 and obtain a value of ~0.8–0.9 psi/ft. Well data and the lack of production from the Etchegoin suggest that the pore pressure is likely hydrostatic (0.44 psi/ft).

3.2. Faults

Within 10 km of the candidate site, there are 8 mapped fault structures (Figure 1). To evaluate the conditions for slip on these faults, we used the estimated principal stress magnitudes to calculate the resolved stresses on each fault (Figure 3). We assumed that each of these faults penetrates the formation at the injection depth and that the friction coefficient is 0.6–0.8. Lower frictional resistance makes faults more susceptible to induced slip. We found that several faults (2, 7, and 8) are well-oriented for slip, meaning that only a small pore pressure change is needed to induce slip, as shown in Figure 3. These faults are steeply dipping, E-W-striking features that are oblique to the SHmax. Faults 4 and 6 are oriented nearly parallel to SHmax and do not have enough shear stress to slip, while fault 5 is oriented nearly normal to SHmax and has too much normal stress to slip. Based on our analysis, faults 1 and 3 could not slip in this stress field because the pore pressure required to trigger slip is greater than the minimum principal stress (Shmin). We plotted the pressure to induce slip on each fault as a function of distance from the injector to highlight the range of pressure plume profiles that are safe. Our analysis indicates that pressure changes should be kept below 400 psi within 1–2 km of the injector in order to limit the potential for induced slip on well-oriented fault 2.

3.3. Seismicity

The area around the proposed injector is seismically quiescent relative to the surroundings (Figure 1). There are only 3 broadband seismometers in the area, all more than 10 km away from the injector. The combined earthquake catalog for the area around the injector has approximately one thousand events since 1980, with a b-value of 0.73 and a magnitude of catalog completion of ~1.7 as shown in Figure 4a. Earthquake catalogs were compiled and analyzed using the software package ZMAP [16]. The largest event is M4.9, which occurred over 20 km to the NE of the proposed injector. The majority of large events occurred at depths greater than 5 km, significantly below the proposed injection zone at 5000 ft (1.524 km). There are no major earthquakes or earthquake sequences on any of the eight mapped Quaternary faults (Figure 1).
We performed a declustering analysis of the catalog in ZMAP utilizing the Gardner and Knopoff method [17]. The declustered data represent mainshock events that are not associated with space or time. Due to limited seismic coverage in the area, there are less than 100 declustered events, with a similar magnitude of catalog completion to the full catalog. These declustered events will be used to calculate the tectonic background seismicity in the area of interest.

4. Fault Slip Potential

Because our knowledge of subsurface faults and their properties is limited, it is useful to examine the probability of fault slip for a range of geomechanical parameters and fault scenarios. We constructed a probabilistic model for fault slip using the Fault Slip Potential (FSP) software from the Stanford Center for Induced and Triggered Seismicity [18]. There are no seismic profiles, image logs, or earthquake sequences to reveal subsurface structures, so we chose to use numerous random distributions of faults with characteristics similar to those mapped at the surface. Figure 5 shows the range of geomechanical parameters used in the analysis. We generated populations of 20 near vertical faults (dip = 75–85°) and allowed the strike of each to vary by ±10°. We used ranges of ±0.1 psi/ft for Sv, Shmin, and pore pressure. We allowed the SHmax azimuth to vary by ±10°. Both the coefficient of friction and the AΦ parameter vary by ±0.1.

4.1. Initial Stress State

From each random distribution of faults, we calculate the pore pressure change to induce slip in the given stress field. We used populations of 20 faults with fault lengths 1–4 km in a 10 × 10 km area around the injector. Figure 6 shows a map view of the faults and a Mohr-Coulomb diagram with one population of faults colored by the change in pore pressure required to induce slip. Similar to the analysis of quaternary faults, faults perpendicular to SHmax have too much normal stress to slip in the given stress field. Faults oblique to SHmax are well oriented for slip and will slip with pore pressure changes of ~600–1000 psi.
FSP uses a Monte Carlo scheme to propagate the uncertainty in geomechanical parameters throughout the model. Each realization is a point on a probability distribution function that represents the likelihood of inducing fault slip given a specific change in pore pressure (Figure 7a). We ran 2000 realizations for each fault scenario. FSP also generates tornado diagrams for each fault that show the sensitivity of the change in pore pressure with respect to the varying geomechanical parameters (Figure 7c). The probability of fault slip in the initial stress state ranges from 0 to 0.3. For poorly-oriented fault 1, the pore pressure to slip is most sensitive to the SHmax azimuth, while for well-oriented fault 18, the highest sensitivity is for the Shmin gradient. In both cases, pore pressure to slip is not very sensitive to the SHmax gradient and to well-constrained parameters, e.g., fault dip and vertical stress gradient.

4.2. Post-Injection

We use the results of the 3D hydromechanical simulation of CO2 injection (Figure 8) to quantify the likelihood of fault slip given the simulated pressure plume. The model prescribes 18 years of injection at ~0.68 MtCO2/yr and 100 years of monitoring. We used data on pressure change over time from a two-dimensional layer (Figure 8a) approximately at the target injection depth (5000 ft) to calculate the change in fault slip potential.
We input time series data of the pressure plume (e.g., Figure 8b,c) into FSP to quantify the change in the fault slip potential value, or the probability of inducing fault slip, over time (Figure 9). We calculate the change in pressure at each fault midpoint over time in Figure 9b and combine the results with the probability distribution function given in Figure 7a to determine the fault slip potential over time in Figure 9c. In this injection scenario, the rate of pressurization at the faults increases in a logarithmic fashion during injection and drops immediately after the end of injection. The maximum pressure changes on faults range from ~200 to 400 psi. Fault slip potential values on the faults closest to failure increase from ~0.3 to 0.5 over the injection period.

5. Seismic Analysis

Using the expanded southern California earthquake catalog, we examined the recent seismic history of the area and explored different metrics to quantify the natural patterns of seismicity. Due to the limited number of stations and sparse event data in the region of the simulated pressure plume, we are not able to conduct statistically significant Gutenberg–Richter mapping to establish a baseline for the natural frequency-magnitude distribution, e.g., [3,14,15]. This could be a useful metric to evaluate changes in seismicity patterns due to injection, but it requires a dense, near-well monitoring network established before the start of injection.

5.1. Seismic Density

Another potentially useful metric for understanding induced seismicity is the spatiotemporal seismicity rate, or seismic density [19]. We gridded the seismic density as a function of distance from the injection zone using 2 km grids radially and 1 month time windows for the area within 40 km of the injector (Figure 10). The background seismicity rate for this region is ~0.1–0.2 events/month/km2. Following large events, seismicity rates can increase up to 0.5 events/month/km2. On the right side of Figure 10, which represents the period after the start of injection, we plot the spatial extent of the CO2 saturation and pressure plumes calculated from the hydromechanical model. The extent of the saturation plume corresponds to regions with CO2 saturations > 5%, and the extent of the pressure plume corresponds to regions with pressure increases > 10 psi. Based on these models, we do not expect the region of the pressure plume to interact with any of the areas that have had large events with intense aftershock sequences. Therefore, we can use seismicity density as a real-time monitoring metric to highlight event sequences in the region of influence that may be induced by CO2 injection.

5.2. Distinguishing Natural and Induced Events

To evaluate whether events during the injection period are natural or induced, we developed a three-part criterion detailed in Table 1. There are 3 subcategories: area of interest, seismic characteristics, and ground shaking. If an event triggers the threshold of any one of the subcategories, we will examine the other subcategories further. Area of interest (AOI) signifies that the seismic event occurred in the region that is mechanically influenced by CO2 injection, as predicted by the three-dimensional hydromechanical model, or on a mapped fault of interest. Also, events in the seal units or in the underlying basement that could result in leakage [6] or rapid pressure migration [3] merit additional investigation. If the plume intersects any high-permeability structures that were not previously identified through geophysical imaging, it is possible for large events to be induced outside the AOI. Hydrologically conductive fractures are often critically stressed, meaning only a small pore pressure change is needed to induce slip. In the case of saltwater disposal in Oklahoma, although the seismicity rate of significant earthquakes M > 3 correlated with the loading rate, some of the largest events M > 5 occurred after the peak of injection outside the area of the modeled pressure plume [20].
Seismic characteristics refer to single events or populations of events and include magnitude, spatial seismicity rate, and magnitude-frequency statistics (Gutenberg–Richter). During the monitoring period, we plan to compare future events to the seismic characteristics of past sequences to identify any anomalous behavior that may have been induced by injection. A caveat here is the need for high-resolution monitoring around an injector in advance of the injection period. Recently, a seismicity rate model combined with a geomechanical simulation has been used to successfully hindcast the rates and magnitudes of minor induced events M< 2 at the Decatur, IL CO2 storage site [21], which underscores the potential to anticipate the character of induced seismicity with sufficient monitoring. In addition to such physics-based approaches for forecasting induced seismicity, earthquake cycle models may be useful for quantifying background seismicity and identifying anomalous behavior. The concept of “natural time”, or representing the number of small earthquakes as the timescale between large earthquakes [22], is particularly relevant to induced seismicity in tectonically active areas with long duration data, where the earthquake cycle defines the probability distribution of large events. This methodology was used to successfully identify and “nowcast” induced seismicity due to gas production in the Groningen field in the Netherlands [23] and could readily be applied to CO2 storage sites with sufficient seismic monitoring. Since the natural time between large events scales with magnitude, long-duration recording is needed to predict potentially damaging events.
Ground shaking refers to the recorded acceleration at seismic stations as well as the perceived shaking by people. Any events that cause felt reports or reported damage should be examined further.

6. Traffic Light Protocol

If an event is in the area of interest and exceeds thresholds for seismic characteristics or ground shaking, the event or event sequence will be studied in greater detail to establish causality with injection. Events determined as induced will trigger a response according to a traffic light protocol, e.g., Table 2. These schema have been successfully used to manage the risk of induced seismicity due to wastewater injection and hydraulic fracturing [24] and have been proposed for CO2 storage [25]. We adapted a traffic light protocol from the Archer Daniels Midland EPA Class VI well application for the Decatur, IL, storage site [26]. We updated the threshold conditions to reflect the characteristics of the updated earthquake catalog for the prospective site. We also include additional metrics such as seismicity density and the difference between the pressure recorded at the monitoring well and the predicted pressure from simulation. Each set of threshold conditions results in a corresponding action sequence. A critical step resulting from exceeding the orange threshold is reviewing the space-time correlation between injection parameters (rate, pressure, and volume) and potentially induced events or event sequences. In the case of confirmed induced events with problematic outcomes (i.e., risk of leakage, perceptible, and/or damaging ground shaking), the only sure course of action is to reduce injection rates and continue monitoring both pressures and seismicity. If seismicity continues or intensifies after injection stops, e.g., [27], it may be feasible to temporarily produce CO2 and brine to further reduce pressure changes on faults in the near-well region. Seismicity occurring outside or above/below the modeled region of influence could indicate rapid fluid migration, and operations should be halted until the relevant structures are resolved through geophysical imaging.
Table 2. Summary of traffic light states, threshold conditions, and response actions. Adapted from the ADM EPA Class VI application for the Decatur, IL, site [26].
Table 2. Summary of traffic light states, threshold conditions, and response actions. Adapted from the ADM EPA Class VI application for the Decatur, IL, site [26].
StateThreshold ConditionsAction
-
Seismic events < M1.5 (2) in AOI (1)
-
Spatial seismicity rate < 0.2 mo−1 km−2
-
Pressure change (dP) less than or equal to model
1. Continued operations at current levels
-
Seismic events M1.5–2.0 (2) in AOI (1)
-
Spatial seismicity rate 0.2–0.4 mo−1 km−2
-
Monitoring well dP 1% greater than model
1. Continued operations at current levels
2. Within 24 h of the incident, notify the Underground Injection Control (UIC) Program Director of the operating status of the well.
-
Event > M2.0 (2) in AOI (1) and/or felt report (3)
-
Spatial seismicity rate > 0.5 mo−1 km−2
-
Seismic event > M1.5 on mapped fault
-
Seismic event > M1.5 above/below storage unit
-
Monitoring well dP 5–10% greater than model
1. Injection rate reduction
2. Vent CO2 from surface facilities
3. Within 24 h of the incident, notify the UIC Program Director of the operating status of the well.
4. Limit access to wellhead
5. Coordinate evacuation plans, if necessary
6. Monitor well diagnostics (pressure, temperature, strain etc.)
7. Check for impacts on USDW [28]
8. If USDW contamination detected, shutdown operations.
9. Review seismic and operational data for space-time correlation.
10. Report findings to UIC Program Director and amend operating conditions if necessary.
-
Seismic event > M3.0 (2) in AOI (1) and/or felt report (3) and/or damage report (4)
-
Spatial seismicity rate > 1 mo−1 km−2
-
Seismic event > M2.0 on mapped fault
-
Seismic event > M2.0 above/below storage unit
-
Monitoring well dP > 10% greater than model
1. Shutdown procedure
2. Vent CO2 from surface facilities and shut in well
3. Within 24 h of the incident, notify the UIC Program Director of the operating status of the well.
4. Limit access to wellhead
5. Coordinate evacuation plans, if necessary
6. Monitor well diagnostics (pressure, temperature, strain, etc.)
7. Check for impacts on USDW [28]
8. If USDW contamination detected, shutdown operations.
9. Review seismic and operational data for space-time correlation.
10. Report findings to UIC Program Director and amend operating conditions if necessary.
(1) AOI as defined by 3D reservoir simulation results; see Table 1 for details. (2) Determined by the site monitoring network and/or USGS seismic monitoring stations and/or reported by the USGS National Earthquake Information Center using the national seismic network. (3) Confirmed by local reports of felt ground motion or reported on the USGS “Did You Feel It?” reporting system. (4) The onset of damage is defined as cosmetic damage to structures.

7. Conclusions

Our study highlights the need for detailed, site-specific assessments of induced seismicity hazards for CO2 injection projects in California. In the AOI of the prospective site, mapped faults are not associated with any located earthquakes, suggesting that these faults are not active in the current tectonic regime. However, increasing pore pressure through CO2 injection drives faults closer to failure and may induce slip if the magnitude and footprint of the pressure plume are not controlled. Our geomechanical analysis suggests that the potential to reactivate mapped faults in the area is low if pressures are kept below 500 psi within 1–2 km of the injector. The probabilistic fault slip analysis indicates fault slip may change by up to 20% under the proposed injection conditions. The greatest hazard is presented by well-oriented faults within 2 km of the injector, where pressure changes are greatest and occur relatively rapidly. Sensitivity analysis indicates that stress magnitudes and orientations are the greatest sources of variability in fault slip probability, which underscores the need for borehole stress measurements at the injection site and monitoring well locations.
Although the change in seismic hazards under the proposed injection conditions may be within risk tolerances, more data is needed to resolve faults and seismicity in the estimated AOI. Based on our analysis, we recommend the following strategies to further characterize and mitigate the risk of induced seismicity at the prospective site:
  • Fortify the earthquake catalog by deploying more surface seismic stations around the injector and borehole seismic stations nearby a monitoring well;
  • Conduct image logs and stress measurements in both the injector and monitoring well to characterize depth variations in stress and locate zones with active faults;
  • Acquire seismic imaging to identify hidden faults in the subsurface;
  • Design the permanent monitoring array around the predicted plume footprint;
  • Take corrective action if the pressure plume extent and the magnitude of the pressure increase deviate from simulation results, and adhere to the corrective actions proposed in the traffic light system.

Author Contributions

Conceptualization, A.K., Y.L., T.W.K. and A.R.K.; Data curation, A.K. and T.W.K.; Formal analysis, A.K., Y.L. and T.W.K.; Funding acquisition, A.R.K.; Investigation, A.K. and T.W.K.; Methodology, A.K., Y.L. and T.W.K.; Project administration, A.R.K.; Resources, A.R.K.; Supervision, A.R.K.; Visualization, A.K. and Y.L.; Writing—original draft, A.K.; Writing—review and editing, A.K., Y.L., T.W.K. and A.R.K. All authors have read and agreed to the published version of the manuscript.

Funding

The authors acknowledge funding from the DOE Office of Fossil Energy through the “Carbon Utilization and Storage Partnership (CUSP) for the Western USA” (Award No. DE-FE0031837).

Data Availability Statement

The updated seismic catalog and fault slip analysis results will be available in a publicly accessible repository upon publication. The well log and 3D reservoir model results may be available upon request due to restrictions.

Acknowledgments

Industrial partner Sentinel Peak Resources provided well data and the 3D geologic model used to calculate the change in pore pressure due to CO2 injection.

Conflicts of Interest

The authors declare no conflict of interest. The funders had no role in the design of the study; in the collection, analyses, or interpretation of data; in the writing of the manuscript; or in the decision to publish the results.

Abbreviations

AΦStress ratio parameter
AOIArea of interest
FSPFault slip potential
μCoefficient of fault friction
SHmaxMaximum horizontal stress
ShminMinimum horizontal stress
SVVertical stress

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Figure 1. Stress, seismicity, and fault map for the candidate CO2 injection site. Mapped Quaternary faults within 10 km of site are numbered 1 to 8. The background color represents the parameter AΦ that describes the ratio of the principal stress components. Black arrows represent the orientation of the maximum horizontal stress, SHmax. Red lines represent faults from the USGS Quaternary Faults database. Red circles represent historical seismic events and are sized by magnitude. The start date of recording is listed for each seismic station. The exact location of the proposed injector is proprietary information.
Figure 1. Stress, seismicity, and fault map for the candidate CO2 injection site. Mapped Quaternary faults within 10 km of site are numbered 1 to 8. The background color represents the parameter AΦ that describes the ratio of the principal stress components. Black arrows represent the orientation of the maximum horizontal stress, SHmax. Red lines represent faults from the USGS Quaternary Faults database. Red circles represent historical seismic events and are sized by magnitude. The start date of recording is listed for each seismic station. The exact location of the proposed injector is proprietary information.
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Figure 2. Depth profiles from an exploratory well nearby the prospective injection site. (a) Well trajectory and formation tops. The dotted line represents the target injection depth at 5000 ft. (b) Neutron porosity log. (c) Estimated permeability. (d) Estimated pore pressure and stress gradients.
Figure 2. Depth profiles from an exploratory well nearby the prospective injection site. (a) Well trajectory and formation tops. The dotted line represents the target injection depth at 5000 ft. (b) Neutron porosity log. (c) Estimated permeability. (d) Estimated pore pressure and stress gradients.
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Figure 3. Fault slip analysis for mapped Quaternary faults (white boxes). (a) Mohr–Coulomb diagram showing the stress state at the proposed injection depth and the resolved stresses on the 8 faults within 10 km of the injector. (b) Stereonet diagram showing the orientation of the 8 faults relative to the direction of the maximum horizontal stress. (c) Pressure to induce slip on each fault versus distance from the injector. Grey curves represent the linear pressure profiles for all directions from the results of the 3D CMG simulation in the area of interest.
Figure 3. Fault slip analysis for mapped Quaternary faults (white boxes). (a) Mohr–Coulomb diagram showing the stress state at the proposed injection depth and the resolved stresses on the 8 faults within 10 km of the injector. (b) Stereonet diagram showing the orientation of the 8 faults relative to the direction of the maximum horizontal stress. (c) Pressure to induce slip on each fault versus distance from the injector. Grey curves represent the linear pressure profiles for all directions from the results of the 3D CMG simulation in the area of interest.
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Figure 4. (a) Gutenberg–Richter distributions for the combined earthquake catalog represent seismicity around the proposed injector. The data are fit using a max curvature method, resulting in b-value of 0.73, and magnitude of catalog completion, Mc ~1.7. (b) Cumulative seismic rate as function of time. (c) Cumulative seismic moment as a function of time. (d) Event depth as function of time. (e) Magnitude as a function of time. Star symbols represent the largest magnitude event, M4.8.
Figure 4. (a) Gutenberg–Richter distributions for the combined earthquake catalog represent seismicity around the proposed injector. The data are fit using a max curvature method, resulting in b-value of 0.73, and magnitude of catalog completion, Mc ~1.7. (b) Cumulative seismic rate as function of time. (c) Cumulative seismic moment as a function of time. (d) Event depth as function of time. (e) Magnitude as a function of time. Star symbols represent the largest magnitude event, M4.8.
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Figure 5. Example of geomechanical parameters and fault statistics for a single fault in a probabilistic fault slip model.
Figure 5. Example of geomechanical parameters and fault statistics for a single fault in a probabilistic fault slip model.
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Figure 6. An example of one realization of a random distribution of faults in a ~10 × 10 km area around the injector. (a) Faults represented by lines colored by the change in pore pressure to induce slip. Black arrows represent the orientation of the maximum horizontal stress, SHmax. The injector position is at its origin. (b) Mohr–Coulomb diagram showing the initial stress state of the storage reservoir and faults represented by circles colored by the change in pore pressure to induce slip.
Figure 6. An example of one realization of a random distribution of faults in a ~10 × 10 km area around the injector. (a) Faults represented by lines colored by the change in pore pressure to induce slip. Black arrows represent the orientation of the maximum horizontal stress, SHmax. The injector position is at its origin. (b) Mohr–Coulomb diagram showing the initial stress state of the storage reservoir and faults represented by circles colored by the change in pore pressure to induce slip.
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Figure 7. Probabilistic fault slip assessment using FSP software. (a) Probability distributions for each fault colored by the change in pore pressure to induce slip. (b) Stereonet (lower hemisphere projection) depicting fault planes colored by the probability of fault slip. Arrows represent the direction of SHmax. (c,d) Tornado diagrams for faults 1 and 18 showing the sensitivity of the change in pore pressure to induce slip to each geomechanical parameter.
Figure 7. Probabilistic fault slip assessment using FSP software. (a) Probability distributions for each fault colored by the change in pore pressure to induce slip. (b) Stereonet (lower hemisphere projection) depicting fault planes colored by the probability of fault slip. Arrows represent the direction of SHmax. (c,d) Tornado diagrams for faults 1 and 18 showing the sensitivity of the change in pore pressure to induce slip to each geomechanical parameter.
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Figure 8. Change in pore pressure due to CO2 injection. (a) Stress, seismicity, and fault map overlaid by simulated pressure plume at the end of CO2 injection in 2041. Faults are represented by red lines and seismicity is represented by red circles sized by magnitude. Black arrows represent the orientation of the maximum horizontal stress, SHmax. (b) Change in pore pressure as a function of distance to the injector normal to potentially active E-W fault 2. (c) Change in pore pressure as a function of distance to the injector in the direction of potentially active E-W fault 2.
Figure 8. Change in pore pressure due to CO2 injection. (a) Stress, seismicity, and fault map overlaid by simulated pressure plume at the end of CO2 injection in 2041. Faults are represented by red lines and seismicity is represented by red circles sized by magnitude. Black arrows represent the orientation of the maximum horizontal stress, SHmax. (b) Change in pore pressure as a function of distance to the injector normal to potentially active E-W fault 2. (c) Change in pore pressure as a function of distance to the injector in the direction of potentially active E-W fault 2.
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Figure 9. Change in fault slip potential with CO2 injection. (a) Map view of faults colored by the value of fault slip potential at the end of injection, 2041. Seismicity is represented by red circles sized by magnitude. Black arrows represent the orientation of the maximum horizontal stress, SHmax. (b) Change in pore pressure at fault midpoints over time. (c) Change in the fault slip potential value on each fault over time, background color represents FSP values corresponding to fault colors in (a).
Figure 9. Change in fault slip potential with CO2 injection. (a) Map view of faults colored by the value of fault slip potential at the end of injection, 2041. Seismicity is represented by red circles sized by magnitude. Black arrows represent the orientation of the maximum horizontal stress, SHmax. (b) Change in pore pressure at fault midpoints over time. (c) Change in the fault slip potential value on each fault over time, background color represents FSP values corresponding to fault colors in (a).
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Figure 10. A 20-year record of seismic density as a function of distance from the injection zone. Seismic activity is gridded by 2 km radially over 40 km around the injection site and in 1-month time windows. Seismic events are represented by grey circles sized by magnitude. In the right panel, representing time after injection, the maximum radial distance of the CO2 saturation and pressure plumes from the hydromechanical model are plotted over time.
Figure 10. A 20-year record of seismic density as a function of distance from the injection zone. Seismic activity is gridded by 2 km radially over 40 km around the injection site and in 1-month time windows. Seismic events are represented by grey circles sized by magnitude. In the right panel, representing time after injection, the maximum radial distance of the CO2 saturation and pressure plumes from the hydromechanical model are plotted over time.
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Table 1. Criteria for assessing potential induced seismic events, including thresholds for area of interest (AOI), seismic characteristics, and ground shaking.
Table 1. Criteria for assessing potential induced seismic events, including thresholds for area of interest (AOI), seismic characteristics, and ground shaking.
CriteriaDescriptionAction
Area of Interest
Thermal plumeRegion of thermal stresses > 5%
of initial reservoir model
If event with threshold characteristics or shaking occurs in thermal plume, refer to traffic light protocol (Table 2).
Pressure plumeRegion where change in pressure is >10 psi than initial reservoir modelIf event with threshold characteristics or shaking occurs in pressure plume, refer to traffic light protocol.
Strain plumeRegion where strains are >0.1%
than initial reservoir model
If event with threshold characteristics or shaking occurs in strain plume, refer to traffic light protocol.
Mapped faultLarge event or swarm on mapped fault in seal, reservoir, or underburdenIf event with threshold characteristics or shaking occurs on mapped fault, refer to traffic light protocol.
Seismic Characteristics
Event
magnitude
Event magnitude obtained from USGS or local networkIf event > M3 in AOI refer to red light protocol. If <M3, assess seismic characteristics and ground shaking.
Seismic
density
Spatial density of events in timeIf density > 0.2 mo−1 km−1 in area of interest, assess other seismic characteristics and shaking criteria and refer to traffic light protocol if necessary.
Gutenberg-RichterG-R statistics for earthquake swarmsAdditional aseismic data is needed to determine thresholds for changes in G-R statistics.
Ground Shaking
Peak ground
acceleration (PGA)
PGA for nearby population centers, sensitive infrastructureIf PGA > 0.1 g, assess area of interest and seismic characteristics and refer to traffic light protocol if necessary.
Perceived shakingFelt reports to USGS or operatorIf perceived shaking > Strong (PGA 0.9–1.8) reported, assess area of interest and seismic characteristics, and refer to traffic light protocol if necessary.
Reported
damage
Damage reported to USGS or operatorIf damage reported, assess all criteria, and refer to traffic light protocol.
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MDPI and ACS Style

Kohli, A.; Li, Y.; Kim, T.W.; Kovscek, A.R. Induced Seismicity Hazard Assessment for a Potential CO2 Storage Site in the Southern San Joaquin Basin, CA. GeoHazards 2023, 4, 421-436. https://doi.org/10.3390/geohazards4040024

AMA Style

Kohli A, Li Y, Kim TW, Kovscek AR. Induced Seismicity Hazard Assessment for a Potential CO2 Storage Site in the Southern San Joaquin Basin, CA. GeoHazards. 2023; 4(4):421-436. https://doi.org/10.3390/geohazards4040024

Chicago/Turabian Style

Kohli, Arjun, Yunan Li, Tae Wook Kim, and Anthony R. Kovscek. 2023. "Induced Seismicity Hazard Assessment for a Potential CO2 Storage Site in the Southern San Joaquin Basin, CA" GeoHazards 4, no. 4: 421-436. https://doi.org/10.3390/geohazards4040024

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