Multi-scale characterization of karst media, negative-pressure suffusion mechanism and collapse risk assessment for urban metro engineering: A case study of Guiyang metro line 3, China
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Abstract: Multi-scale characterization of karst media is a fundamental prerequisite for accurate stability evaluation and collapse risk assessment in karst terrains, especially for the safety control of urban metro engineering. Taking the Huaxi South Parking Lot of Guiyang metro line 3 as a case study, this paper proposes an integrated framework for karst collapse risk assessment by coupling multi-scale geological characterization, hydrodynamic-mechanical coupling simulation, and spatial multi-factor analysis. A comprehensive dataset, including 339 borehole records, core CT scanning results, long-term hydrogeological monitoring data, and laboratory test results, was collected to conduct multi-scale characterization of karst media across macro, meso and micro scales, reveal the vertical zonation of karst structures, clarify the hydrodynamic triggering mechanism of karst collapse, determine the critical instability threshold, and reproduce the entire evolution process of collapse. The results show that negative-pressure suffusion induced by rapid groundwater level decline, with a critical pressure difference of ≤ −190 kPa, is the dominant trigger of karst collapse in the study area. The lowest stratum stability and highest collapse risk occur in the strata with an overburden thickness of 2–5 m and a karst cavity diameter of ≥ 3 m. The high-risk zones account for 2.3% of the total study area, and are mainly distributed in the southern part, while the overall site remains stable under normal hydrodynamic conditions. This study can provide theoretical support and technical reference for karst collapse risk prevention and control in urban metro engineering.
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Figure 17. Spatial interpolation results of evaluation indicators: (a) borehole encounter rate of caves, (b) cave development height (m), (c) cave development depth (m), (d) overburden structure, (e) overburden thickness (m), (f) distance from overburden to cave roof (m), (g) groundwater level depth below overburden (m), (h) depth to phreatic water level (m)
Table 1. Computation parameters for the COMSOL multiphysics model
Rock and Soil Properties Density (kg/m3) Porosity Permeability (m2) Dynamic viscosity (Pa·s) Plain fill 1,730 0.45 5×10−6 Red clay 1,730 0.5 1×10−9 0.001 Gravel soil 2,000 0.6 1×10−4 Bedrock 2,500 0.25 1×10−12 Fissure 1,000 0.8 1×10−3 Karst cave 1,500 0.3 1×102 Table 2. Mesoscopic Parameters for Numerical Simulation
Material Density (kg/m3) Porosity rmax rmin Stiffness ratio Friction coefficient Normal bond strength/kPa Shear bond strength/kPa Plain fill 1,743 0.32 0.0042 0.0032 2 0.5 20 10 Red clay 1,600 0.4 0.0030 0.0023 1.5 0.8 75 50 Gravel soil 1,800 0.24 0.0055 0.0021 2 0.8 200 100 Table 3. Karst collapse risk assessment index system
Target Layer Tier-1 Indicators Tier-2 Indicators Karst collapse risk assessment (K) Karst development intensity (A1) Borehole karst encounter rate (B1) Karst cave development height (B2) Karst cave development depth (B3) Overburden characteristics (A2) Overburden structure (B4) Overburden thickness (B5) Distance to karst cave roof (B6) Hydrodynamic conditions (A3) Groundwater level distance to overburden base (B7) Groundwater level to phreatic surface distance (B8) Table 4. Weights of influence of evaluation factors on karst collapse susceptibility
B1 B2 B3 B4 B5 B6 B7 B8 Weights 0.1565 0.0757 0.0647 0.0598 0.1682 0.311 0.094 0.0546 Table 5. Classification and scoring criteria for evaluation factors
Evaluation indicators Classification and scoring Criterion layer Factor layer 1 2 3 Karst development intensity (A1) Borehole karst encounter rate (B1) <0.029 0.029–0.034 >0.034 Karst cave development height (B2) <1.85 1.85–2.77 >2.77 Karst cave development depth (B3) >11.4 10–11.4 <10 Overburden characteristics (A2) Overburden structure (B4) >0.97 0.66–0.97 <0.66 Overburden thickness (B5) >9.5 7.9–9.5 <7.9 Distance to karst cave roof (B6) >2 1.72–2 <1.72 Hydrodynamic conditions (A3) Groundwater level distance to overburden base (B7) >9.4 7.3–9.4 <7.3 Groundwater level to phreatic surface distance (B8) >14.2 13.2–14.2 <13.2 -
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