4.1. Spatial Distribution Characteristics of Fault Systems
An integrated analysis of fault breakpoints identified 18 faults within the study area, with their spatial distributions mapped in
Figure 5 and
Figure 6. The interpreted faults exhibit maximum vertical displacements of 21 m at the top boundary and 16 m at the base boundary. Confidence assessment classified all structures as moderately reliable faults. These NE-striking faults primarily developed subparallel to the regional slope gradient.
- (1)
F1 fault
This is a normal fault located in the western study area. At the top boundary, there is an EW strike, S dip direction, 48° dip angle, vertical displacement of 0–10 m, and extension length of ~146 m. At the base boundary, there is an EW strike, S dip direction, 14° dip angle, displacement of 0–2 m, and extension length of ~152 m, offsetting the target horizon (
Figure 7).
- (2)
F2 fault
This is a normal fault situated in the western study area. At the top boundary, there is an NE strike, NW dip direction, 30° dip angle, displacement of 0–14 m, and extension length of ~435 m. At the base boundary, there is an NE strike, NW dip direction, 45° dip angle, displacement of 0–13 m, and extension length of ~392 m, intercepting the target horizon (
Figure 7).
- (3)
F3 fault
This is a normal fault in the western study area. At the top boundary, there is an NE strike, SE dip direction, 28° dip angle, displacement of 0–16 m, and extension length of ~498 m. At the base boundary, there is an NEE strike, SSE dip direction, 37° dip angle, displacement of 0–10 m, and extension length of ~501 m, displacing the target horizon (
Figure 7).
- (4)
F4 fault
This is a normal fault located in the southwestern sector of the study area. At the top boundary, there is an NE strike, SE dip direction, 73° dip angle, vertical displacement of 0–8 m, and lateral extension of ~341 m. At the base boundary, there is an NE strike, SE dip direction, 76° dip angle, displacement of 0–2 m, and extension length of ~282 m, offsetting the target horizon (
Figure 8).
- (5)
F5 fault
This is a normal fault in the western study area. At the top boundary, there is an NE strike, NW dip direction, 38° dip angle, throw range of 0–14 m, and extension of ~722 m. At the base boundary, there is an NE strike, NW dip direction, 47° dip angle, vertical displacement of 0–16 m, and extension of ~718 m, intercepting the target horizon (
Figure 8).
- (6)
F6 fault
This is a normal fault in the western study area exhibiting an NE strike and SE dip direction (49° dip angle) at the top boundary. It displays minimal vertical displacement (0–3 m) with ~263 m lateral extension, truncating the upper segment of the target horizon (
Figure 8).
- (7)
F7 fault
This is a normal fault situated in the western study area. At the top boundary, there is an NE strike, NW dip direction, 72° dip angle, vertical displacement of 0–9 m, and lateral extension of ~341 m. At the base boundary, there is an NE strike, NW dip direction, 66° dip angle, throw range of 0–6 m, and extension length of ~195 m, displacing the target horizon (
Figure 9).
- (8)
F8 fault
A normal fault in the central–southern study area. At the top boundary, there is an NE strike, SE dip direction, 42° dip angle, displacement of 0–10 m, and extension of ~642 m. At the base boundary, there is an NE strike, SE dip direction, 30° dip angle, vertical displacement of 0–15 m, and extension length of ~595 m, offsetting the target horizon (
Figure 10).
- (9)
F9 fault
This is a normal fault in the central–southern study area. The top boundary exhibits an NE strike, SE dip direction, 35° dip angle, vertical displacement of 0–5 m, and lateral extension of ~203 m; the base boundary displays an NE strike, SE dip direction, 48° dip angle, throw of 0–10 m, and extension of ~205 m, offsetting the target horizon (
Figure 11).
- (10)
F10 fault
This is a normal fault centrally located within the study area. At the top boundary, there is an NE strike, SE dip direction, 57° dip angle, displacement of 0–6 m, and extension of ~220 m; at the base boundary, there is an NE strike, SE dip direction, 43° dip angle, throw of 0–6 m, and extension of ~207 m, intercepting the target horizon. Fault breakpoints demonstrate distinct cross-sectional signatures, achieving moderate reliability (
Figure 11).
- (11)
F11 fault
This is a normal fault in the central–northern study area. At the top boundary, there is an NE strike, SE dip direction, 46° dip angle, vertical displacement of 0–16 m, and extension of ~875 m; at the base boundary, there is an NE strike, SE dip direction, 41° dip angle, throw of 0–16 m, and extension of ~1085 m, truncating the target horizon. It exhibits clear breakpoints with dense constraint points, classified as high-confidence fault (
Figure 11).
- (12)
F12 fault
This is a normal fault positioned in the central–eastern study area. At the top boundary, there is an NW strike, N dip direction, 65° dip angle, displacement of 0–20 m, and lateral extension of ~740 m; at the base boundary, there is an NW strike, NE dip direction, 44° dip angle, throw of 0–13 m, and extension of ~419 m, offsetting the target horizon (
Figure 12).
- (13)
F13 fault
This is a normal fault in the central–eastern study area. At the top boundary, there is an EW strike, S dip direction, 58° dip angle, vertical displacement of 0–11 m, and extension of ~313 m; at the base boundary, there is an NE strike, S dip direction, 64° dip angle, displacement of 0–4 m, and extension of ~210 m, intercepting the target horizon (
Figure 13).
- (14)
F14 fault
This is a normal fault in the central–northern study area. Top boundary: NW strike, SW dip direction, 42° dip angle, throw of 0–16 m, and extension of ~484 m; at the base boundary, there is an NW strike, SW dip direction, 37° dip angle, displacement of 0–10 m, and lateral extension of ~372 m, displacing the target horizon (
Figure 12).
- (15)
F15 fault
This is a normal fault in the central–northern study area. At the top boundary, there is an NW strike, SW dip direction, 35° dip angle, vertical displacement of 0–6 m, and extension of ~388 m; at the base boundary, there is an NW strike, SW dip direction, 36° dip angle, throw of 0–13 m, and extension of ~372 m, offsetting the target horizon (
Figure 12).
- (16)
F16 fault
This is a normal fault in the northeastern study area. At the top boundary, there is an NE strike, NW dip direction, 41° dip angle, vertical displacement of 0–10 m, and lateral extension of ~580 m; at the base boundary, there is an EW strike, S dip direction, 39° dip angle, throw of 0–6 m, and extension of ~500 m, offsetting the target horizon (
Figure 13).
- (17)
F17 fault
This is a normal fault partially exposed in the eastern study area. At the top boundary, there is an NE strike, NW dip direction, 62° dip angle, displacement of 0–5 m, and extension of ~150 m.
At the base boundary, there is an NE strike, NW dip direction, 56° dip angle, throw of 0–6 m, and extension of ~132 m, truncating the target horizon (
Figure 14).
- (18)
F18 fault
This is a normal fault in the central study area. The top boundary interconnects with the F12 Fault, while the base boundary exhibits an NE strike, NW dip direction, 50° dip angle, vertical displacement of 0–12 m, and lateral extension of ~200 m, displacing the target horizon (
Figure 15).
4.3. Discussion
Compared with conventional fracture characterization approaches in ISL environments (e.g., single-attribute seismic interpretation or borehole-based methods), this study provides three key advancements:
Multi-scale resolution enhancement:
Coherence volumes (0.65) detect >5 m faults
Ant-tracking (0.7) resolves 1–5 m fracture corridors
LOW_FRQ (6–32 Hz ER > 120%) identifies sub-seismic micro fractures
ISL-specific validation protocol:
Hydraulic anisotropy ratios (31.6:1–41.4:1) derived from DFN modeling.
Field tracer tests confirming 22° NE flow deviation.
F11 fault transmissivity (5.3 m2/d) matching leakage incidents.
Operational decision support:
Quantified risk thresholds: ER > 120% zones correlate with 35% lixiviant loss risk.
Well placement optimization: 82% azimuth match with FMI logs.
The integrated geophysical characterization reveals critical structural controls on uranium distribution and ISL viability in the K
1b
2 Ore Horizon. Our fault system analysis demonstrates that NE-trending normal faults dominate the structural framework (
Figure 5,
Figure 6,
Figure 7,
Figure 8,
Figure 9,
Figure 10,
Figure 11,
Figure 12,
Figure 13,
Figure 14 and
Figure 15), consistent with regional tectonic patterns observed in similar basins worldwide [
3,
5].
- (1)
Fracture network characteristics
Ant-tracking and LOW_FRQ attribute analyses identified fracture corridors with a density of 3.2 fractures/km
2 (
Section 4.3), comparable to productive zones in Kazakhstan’s Inkai deposit, which exhibit a permeability anisotropy ratio of 31.6:1 [
22]. This structural anisotropy accounts for the 22° NE flow deviation observed in tracer tests8, corroborating findings by De Silva and Ranjith (2019) regarding fracture-controlled lixiviant migration pathways [
17].
The seismic-derived fracture network aligns with hydraulic anisotropy ratios (31.6:1–41.4:1) and field leakage cases (e.g., F11 fault), confirming its engineering relevance despite sub-resolution fracture sizes. This echoes Tang et al.’s (2024) [
15] findings that multi-attribute deep learning can extrapolate fracture trends beyond seismic resolution.
- (2)
Hydrogeological implications
The F11 fault zone exhibits high hydraulic conductivity (transmissivity: 5.3 m
2/d), generating preferential flow paths that align with the fault-enhanced ISL efficiency models proposed by Merzoug et al. (2023) [
14]. However, undetected fault extensions, such as those responsible for the 2019 ISL-02 incident, pose significant operational risks. These findings emphasize the necessity for high-resolution monitoring strategies, as advocated by Sharifzadeh et al. (2018) [
21].
- (3)
Comparative analysis
DFN modeling results reveal a higher degree of anisotropy (41.4:1) compared to deposits in the Ordos Basin (25:1) [
8], indicating more pronounced structural control in the Bayin Gobi region. The dominance of NE-oriented fractures contrasts with the NW-trending fracture systems observed in Wyoming’s Powder River Basin [
4], underscoring the importance of basin-specific structural frameworks in ISL planning and design.
While Tang et al. (2024) [
15] employed deep learning for carbonate fracture prediction, our attribute fusion approach specifically addresses sandstone-hosted uranium deposits’ unique needs:
Resolution: Combines seismic-scale fault mapping (64-fold coverage) with sub-seismic fracture detection (LOW_FRQ), whereas conventional ISL monitoring relies solely on well logs (<1 m radius)
Efficiency: Reduces the characterization time by 40% compared to sequential attribute analysis in Ordos Basin projects [
8]
Accuracy: Achieves 82% validation well match rate vs. 65% industry average [
21].
- (4)
Validation of uncertainty ranges
Field measurements confirm the robustness of our error estimates:
- a.
The F11 fault’s predicted transmissivity (5.3 ± 0.4 m2/d) matched actual pump test results within 6%
- b.
Tracer breakthrough times (18.5 ± 1.2 h) aligned with model predictions within the ±15% anisotropy error margin
- c.
Micro fracture density thresholds (ER > 120% ± 5%) correctly identified 85% of clogging incidents in historical ISL operations
- (5)
Limitations
Current seismic resolution is constrained to detecting features larger than 5 m (
Section 3.2). Emerging deep-learning techniques, such as Tang et al.’s (2024) multi-attribute analysis [
15], offer promising potential for improving sub-seismic fracture characterization and could be integrated into future studies to enhance structural resolution.