Improbable slope failure is addressed in the framework of reliability analysis of slopes in heterogeneous cohesive soils, as the small subset of realisations that fail without additional measures to trigger failure. The mode of these slope failures, located at the weak tail of the reliability curve, is demonstrated to differ significantly from the deterministic solution as well as the stochastic average solution found when shear strength reduction is applied to trigger slope failure. Subset simulation is applied to compute the probability-dependent difference in failure mode for a range of slopes down to very low levels of probability, which is required to properly account for the actual failure in predominantly safe slopes. The results demonstrate possible differences in the mode of failure when properly accounting for the uncertainty in spatial variability in a full probabilistic slope stability analysis, and highlight that caution may be needed when using the strength reduction method.
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September 2018
Research Article|
September 05 2018
Probability-dependent failure modes of slopes and cuts in heterogeneous cohesive soils
A. P. van den Eijnden
;
A. P. van den Eijnden
*Section of Geo-Engineering, Department of Geoscience & Engineering, Faculty of Civil Engineering and Geosciences, Delft University of Technology, Delft, The Netherlands.
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M. A. Hicks
M. A. Hicks
*Section of Geo-Engineering, Department of Geoscience & Engineering, Faculty of Civil Engineering and Geosciences, Delft University of Technology, Delft, The Netherlands.
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Publisher: Emerald Publishing
Received:
March 09 2018
Revision Received:
July 07 2018
Accepted:
July 30 2018
Online ISSN: 2045-2543
ICE Publishing: all rights reserved
2018
Geotechnique Letters (2018) 8 (3): 214–218.
Article history
Received:
March 09 2018
Revision Received:
July 07 2018
Accepted:
July 30 2018
Citation
van den Eijnden AP, Hicks MA (2018), "Probability-dependent failure modes of slopes and cuts in heterogeneous cohesive soils". Geotechnique Letters, Vol. 8 No. 3 pp. 214–218, doi: https://doi.org/10.1680/jgele.18.00043
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