Abstract:The stress measurement methods implemented during the surface-based investigations and during construction of the underground facilities in the Horonobe mudstones, as well as information on the initial stress state around the Horonobe URL, are described in this paper. During the surface-based investigations, determination of deep in situ stress was conducted using HF, BB information in deep boreholes and core-based methods such as AE and DSCA. During construction of the underground facilities, subsurface inves… Show more
“…In this study, when a flow anomaly exists at a distance of less than 10 m from the fault core in the boreholes, it is identified as a flow anomaly within the fault zone. The fault cores of the fault zones are commonly oriented at a low angle to the maximum principal stress direction (i.e., the E-W direction) (e.g., Figure 4c), and the Journal of Geophysical Research: Solid Earth 10.1002/2014JB011756 damage-zone fractures that are less than 1 m from the flow anomalies are typically oriented at a high angle to the minimum or intermediate principal stress direction (i.e., the N-S direction) or at a low angle to the maximum principal stress direction (e.g., Figure 4c) [Funaki et al, 2009;Sanada et al, 2010]. Such characteristics are also observed in pregrouted fault zones in underground outcrops (e.g., Figure 5), implying the generation of shear-induced dilation in the fault zones ( Figure 1).…”
Section: Construction Of Data Setsmentioning
confidence: 99%
“…The assigned stresses are shown in Table 3. The mean and minimum principal stresses for the Horonobe site were obtained by the hydraulic fracturing method in Sanada et al [2009Sanada et al [ , 2010 ( Figure 7a). The mean and minimum principal stresses for the Palfris Formation at the Wellenberg site were calculated from the primary data of Nagra [1997] (Figure 7b), which were obtained by the hydraulic fracturing method in three boreholes (SB1, SB3, and SB4a/v), assuming σ H = 3P s À P r and σ h = P s , where P s and P r are the shut-in pressure and the fracture reopening pressure, respectively.…”
Section: Mean Stress and Minimum Principal Stressmentioning
confidence: 99%
“…logT ¼ À1:60logσ' 3 À 6:09 standard error ¼ 1:51 in logT ð Þ (3) Figure 7. Minimum principal stresses measured by the hydraulic fracturing method at (a) Horonobe (HDB-1 to HDB-6, HDB-9, and HDB-11) and (b) Wellenberg (SB1, SB3, and SB4a/v), after Sanada et al [2009Sanada et al [ , 2010 and Nagra [1997], respectively. Representative minimum principal stresses against depths were determined by regression analyses for each site.…”
Section: Correlation Between the Ductility Index And Transmissivity Amentioning
confidence: 99%
“…Furthermore, the fault zones at Horonobe and Wellenberg are oriented at a low angle to the maximum principal stress, and the damage-zone fractures near the flow anomalies are generally oriented at a high angle to the minimum or intermediate principal stress or at a low angle to the maximum principal stress (e.g., Figures 1c, 4c, and 5) [Funaki et al, 2009;Nagra, 1997;Sanada et al, 2010]. The magnitudes of the minimum and intermediate principal stresses are similar at each site [Nagra, 1997;Sanada et al, 2010]. Thus, the fault zones at Horonobe and Wellenberg can be correlated with the A-type orientation.…”
Section: Influence Of Fracture Orientation On Transmissivitymentioning
Fracture transmissivity in a fault zone is a significant parameter when solving certain geoscientific and geotechnical problems. However, the transmissivities are difficult to predict quantitatively owing to the complexity of in situ conditions such as the apertures of fractures. This study analyzes extensive data sets on flow anomalies (transmissive zones) detected from fluid/flow logs of boreholes in fault zones in the light of rock rheology, fracture mineralization/dissolution, and fracture orientation at six sites, namely Horonobe (Japan; siliceous mudstone), Wellenberg (Switzerland; argillaceous marl), Forsmark (Sweden; granite/granodiorite), Olkiluoto (Finland; gneiss), Northern Switzerland (granite/gneiss), and Sellafield (UK; volcaniclastic rocks and sandstone). The flow anomalies are correlated to fractures in fault zones. The data sets show that the transmissivities of the flow anomalies are strongly controlled by the ductility index, defined as the effective mean stress normalized to the tensile strength of the intact rock. An empirically derived power law relationship exists between the transmissivity and the ductility index, allowing predictions of the highest potential transmissivities of fractures in possible fault zones with maximum errors of about 2 orders of magnitude, due to the inevitable heterogeneity of a fault zone. The actual transmissivities may be further reduced by mineral precipitation in the fractures, or increased by mineral dissolution. Fracture orientation has no discernable influence on the transmissivity. The results may prove helpful for understanding and predicting the long-term transport properties of fault zones in the upper crust.
“…In this study, when a flow anomaly exists at a distance of less than 10 m from the fault core in the boreholes, it is identified as a flow anomaly within the fault zone. The fault cores of the fault zones are commonly oriented at a low angle to the maximum principal stress direction (i.e., the E-W direction) (e.g., Figure 4c), and the Journal of Geophysical Research: Solid Earth 10.1002/2014JB011756 damage-zone fractures that are less than 1 m from the flow anomalies are typically oriented at a high angle to the minimum or intermediate principal stress direction (i.e., the N-S direction) or at a low angle to the maximum principal stress direction (e.g., Figure 4c) [Funaki et al, 2009;Sanada et al, 2010]. Such characteristics are also observed in pregrouted fault zones in underground outcrops (e.g., Figure 5), implying the generation of shear-induced dilation in the fault zones ( Figure 1).…”
Section: Construction Of Data Setsmentioning
confidence: 99%
“…The assigned stresses are shown in Table 3. The mean and minimum principal stresses for the Horonobe site were obtained by the hydraulic fracturing method in Sanada et al [2009Sanada et al [ , 2010 ( Figure 7a). The mean and minimum principal stresses for the Palfris Formation at the Wellenberg site were calculated from the primary data of Nagra [1997] (Figure 7b), which were obtained by the hydraulic fracturing method in three boreholes (SB1, SB3, and SB4a/v), assuming σ H = 3P s À P r and σ h = P s , where P s and P r are the shut-in pressure and the fracture reopening pressure, respectively.…”
Section: Mean Stress and Minimum Principal Stressmentioning
confidence: 99%
“…logT ¼ À1:60logσ' 3 À 6:09 standard error ¼ 1:51 in logT ð Þ (3) Figure 7. Minimum principal stresses measured by the hydraulic fracturing method at (a) Horonobe (HDB-1 to HDB-6, HDB-9, and HDB-11) and (b) Wellenberg (SB1, SB3, and SB4a/v), after Sanada et al [2009Sanada et al [ , 2010 and Nagra [1997], respectively. Representative minimum principal stresses against depths were determined by regression analyses for each site.…”
Section: Correlation Between the Ductility Index And Transmissivity Amentioning
confidence: 99%
“…Furthermore, the fault zones at Horonobe and Wellenberg are oriented at a low angle to the maximum principal stress, and the damage-zone fractures near the flow anomalies are generally oriented at a high angle to the minimum or intermediate principal stress or at a low angle to the maximum principal stress (e.g., Figures 1c, 4c, and 5) [Funaki et al, 2009;Nagra, 1997;Sanada et al, 2010]. The magnitudes of the minimum and intermediate principal stresses are similar at each site [Nagra, 1997;Sanada et al, 2010]. Thus, the fault zones at Horonobe and Wellenberg can be correlated with the A-type orientation.…”
Section: Influence Of Fracture Orientation On Transmissivitymentioning
Fracture transmissivity in a fault zone is a significant parameter when solving certain geoscientific and geotechnical problems. However, the transmissivities are difficult to predict quantitatively owing to the complexity of in situ conditions such as the apertures of fractures. This study analyzes extensive data sets on flow anomalies (transmissive zones) detected from fluid/flow logs of boreholes in fault zones in the light of rock rheology, fracture mineralization/dissolution, and fracture orientation at six sites, namely Horonobe (Japan; siliceous mudstone), Wellenberg (Switzerland; argillaceous marl), Forsmark (Sweden; granite/granodiorite), Olkiluoto (Finland; gneiss), Northern Switzerland (granite/gneiss), and Sellafield (UK; volcaniclastic rocks and sandstone). The flow anomalies are correlated to fractures in fault zones. The data sets show that the transmissivities of the flow anomalies are strongly controlled by the ductility index, defined as the effective mean stress normalized to the tensile strength of the intact rock. An empirically derived power law relationship exists between the transmissivity and the ductility index, allowing predictions of the highest potential transmissivities of fractures in possible fault zones with maximum errors of about 2 orders of magnitude, due to the inevitable heterogeneity of a fault zone. The actual transmissivities may be further reduced by mineral precipitation in the fractures, or increased by mineral dissolution. Fracture orientation has no discernable influence on the transmissivity. The results may prove helpful for understanding and predicting the long-term transport properties of fault zones in the upper crust.
“…The tensile strengths of the intact rocks of the three formations are listed in Table (Ishii, ), based on the results of indirect laboratory tension (Brazilian) tests (Ishii et al, ; Nagra, ). Mean stress for a given depth is formulated as shown in Table (Ishii, ), using the hydraulic fracturing method of Nagra () and Sanada et al ().…”
Assessing the hydraulic connectivity of fractures by single-borehole investigations is crucial to radioactive waste disposal but is still a challenge as such connectivity is difficult to measure directly. This study presents geological, hydrological, hydrochemical, and rock-mechanical data for three faulted/ fractured mudstones (the Koetoi, Wakkanai, and Palfris Formations) and proposes a new methodology for assessing the hydraulic connectivity of fractures. The methodology consists of three steps: (a) dividing the formation into two domains with a ductility index (DI) of >2 and <2 (DI is defined as the effective mean stress normalized to the tensile strength of intact rock), (b) estimating the hydraulic connectivity of fractures by analyzing pressure change obtained by packer tests and geological interpretation, and (c) verifying the estimation using pore pressure and water chemistry/geochemistry. The first step is necessary because the failure mode of damage-zone fractures in fault zones can differ between the DI > 2 and DI < 2 domains, which may lead to significant differences in the hydraulic connectivity of fractures. During the second step, potential domains in which the hydraulic connectivity of fractures is limited are identified where upward trends, characterized by slopes of 0.5-1.0, are observed during the middle to late period of elapsed time on log-log plots of pressure derivatives. Although the third step can be performed in various ways, this study employs the observation of pressure anomalies and the detection of young external water. Analyses of the three formations demonstrate the applicability and reliability of the proposed methodology.
Low-permeability rock is suitable as the host rock of an underground repository for radioactive waste disposal; however, minor faults might develop there. Investigating the shear capability (= shear compliance) of those faults is crucial because they could be elastically sheared by the thermal effect of the waste to damage the waste’s engineered barriers. This study performed constant-head step-injection tests along with a recently developed packer-pressure-based extensometer method for assessing the applicability of this method to investigate the shear capability of minor faults. Herein, two neighboring minor faults (A and B) in siliceous mudstone were evaluated. The results showed that fault A, with centimeter-thick fault breccia, exhibited high shear capability, whereas fault B, with millimeters or less-thick fault breccia, displayed low shear capability despite containing an incohesive fault rock. An elastic shear displacement occurred for fault A during injection and reached 15–66 mm when the test-section pressure increased from 4.1 to 4.3 MPa. Here, the shear capability was 101 mm/MPa or more. Conversely, fault B had cohesion, and no shear displacement was detected even when the test-section pressure increased from 4.0 to 6.0 MPa. In this case, the shear capability was 10−1 mm/MPa or less. The estimated shear capabilities were consistent with the results from previous shear experiments, and therefore, the applied method helps investigate the shear capabilities of minor faults.
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