The Interplay of In Situ Stress Ratio and Transverse Isotropy in the Rock Mass on Prestressed Concrete-Lined Pressure Tunnels
- 1. UNESCO-IHE Institute for Water Education
- 2. Delft University of Technology
- 3. École Polytechnique Fédérale de Lausanne
Description
This paper presents the mechanical and hydraulic behaviour of passively prestressed concrete-lined pressure tunnels embedded in elastic transversely isotropic rocks subjected to non-uniform in situ stresses. Two cases are distinguished based on whether the in situ vertical stress in the rock mass is higher, or lower than the in situ horizontal stress. A two-dimensional finite element model was used to study the influence of dip angle, α, and horizontal-to-vertical stress ratio, k, on the bearing capacity of prestressed concrete-lined pressure tunnels. The study reveals that the in situ stress ratio and the orientation of stratifications in the rock mass significantly affect the load sharing between the rock mass and the lining. The distribution of stresses and deformations as a result of tunnel construction processes exhibits a symmetrical pattern for tunnels embedded in a rock mass with either horizontal or vertical stratification planes, whereas it demonstrates an unsymmetrical pattern for tunnels embedded in a rock mass with inclined stratification planes. The results obtained for a specific value α with coefficient k are identical to that for α + 90° with coefficient 1/k by rotating the tunnel axis by 90°. The maximum internal water pressure was determined by offsetting the prestress-induced hoop strains at the final lining intrados against the seepage-induced hoop strains. As well as assessing the internal water pressure, this approach is capable of identifying potential locations where longitudinal cracks may occur in the final lining.
Publication Details
Journal article
Journal:
Rock Mechanics and Rock Engineering
Publisher:
Springer Science and Business Media LLC
ISSN:
07232632
Volume:
49
Pages:
4371-4392
Persistent Identifiers
References
002-280-344-871-320
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Bobet A (2011) Lined circular tunnels in elastic transversely anisotropic rock a...
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Timoshenko SP, Goodier JN, Abramson HN (1970) Theory of elasticity. J Appl Mech ...
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Detournay E, Fairhurst C (1987) Two-dimensional elasto-plastic analysis of a lon...
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Showing first 5 of 34 references.