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Ground Loss
Data needed for the determination of subsidence trough using the volume loss method:
Coefficient to calculate inflection point k
| Soil or rock | k |
| cohesionless soil | 0,3 |
| normaly consolidated clay | 0,5 |
| overconsolidated clay | 0,6-0,7 |
| clay slate | 0,6-0,8 |
| quartzite | 0,8-0,9 |
Percentage of volume loss VL
| Technology | VL |
| TBM | 0,5-1 |
| Sequential excavation method | 0,8-1,5 |
Several relationships were also derived to determine the value of lost volume VL based on stability ratio N defined by Broms and Bennermarkem:
| where: | σv | - | overall stress along excavation axis |
| σt | - | excavation lining resistance (if lining is installed) | |
| Su | - | undrained stiffness of clay |
For N < 2 the soil/rock in the vicinity of excavation is assumed elastic and stable. For N∈ < 2,4 local plastic zones begin to develop in the vicinity of excavation, for N∈ < 4,6 a large plastic zone develops around excavation and for N = 6 the loss of stability of tunnel face occurs. Figure shows the dependence of stability ration and lost volume VL.
Literature:
Broms, B.B., Bennemark, H., 1967. Stability of clay at vertical openings. ASCE, Journal of Soil Mechanics and Foundation Engineering Division, SMI 93, 71–94.
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