Geological models modifying the application of the term discontinuity and its importance in reducing costs in tunnel support
Keywords:
Discontinuity, Cost optimization, Decompressed zone, Stress-adaptive design, Tunnel support, Numerical modelingAbstract
While rock mechanics traditionally groups bedding, foliation, and joints as "discontinuities," this study focuses on their differentiated impact on tunnel support costs through stress-aware modeling. Building on established principles (e.g., joint development depends on stress redistribution), we demonstrate how explicitly accounting for this relationship in numerical models (FEM) enables cost-efficient design. Refraction microseismic tests map the decompressed zone (near-excavation) by tracking joint prevalence via seismic velocity gradients, revealing stress-dependent zonation. Our models incorporate strength recovery with distance from the excavation, proving that support costs can be reduced by 80% (3 m tunnels) and 30% (12 m tunnels) compared to conventional methods. Critical thresholds emerge: beyond 0.5D (3 m tunnels) to 1.0D (9 m tunnels), minimal support is needed as stress confinement restores Critical decompressed zone thresholds were identified: for zones extending beyond 0.5D (3 m tunnels) to 1.0D (9 m tunnels), additional increases in decompressed zone size no longer necessitate thicker supports, as confirmed by stabilization of lining thickness requirements in numerical analyses. This approach replaces lithology-based assumptions with stress-adaptive zonation, where support intensity aligns with mechanically verified zones—eliminating overdesign without compromising safety.
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