Some landslides move slowly or intermittently downslope, but others liquefy during the early stages of motion, leading to runaway acceleration and high-speed runout across low-relief terrain. Mechanisms responsible for this disparate behaviour are represented in a two-phase, depth-integrated, landslide dynamics model that melds principles from soil mechanics, granular mechanics and fluid mechanics. The model assumes that gradually increasing pore-water pressure causes slope failure to nucleate at the weakest point on a basal slip surface in a statically balanced mass. Failure then spreads to adjacent regions as a result of momentum exchange. Liquefaction is contingent on pore-pressure feedback that depends on the initial soil state. The importance of this feedback is illustrated by using the model to study the dynamics of a disastrous landslide that occurred near Oso, Washington, USA, on 22 March 2014. Alternative simulations of the event reveal the pronounced effects of a landslide mobility bifurcation that occurs if the initial void ratio of water-saturated soil equals the lithostatic, critical-state void ratio. They also show that the tendency for bifurcation increases as the soil permeability decreases. The bifurcation implies that it can be difficult to discriminate conditions that favour slow landsliding from those that favour liquefaction and long runout.
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March 2016
Research Article|
September 30 2015
Modelling landslide liquefaction, mobility bifurcation and the dynamics of the 2014 Oso disaster Available to Purchase
R. M. Iverson;
R. M. Iverson
*U.S. Geological Survey, Vancouver, Washington, USA.
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D. L. George
D. L. George
*U.S. Geological Survey, Vancouver, Washington, USA.
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Publisher: Emerald Publishing
Received:
February 08 2015
Accepted:
June 25 2015
Online ISSN: 1751-7656
Print ISSN: 0016-8505
© 2015 Thomas Telford Ltd
2015
Geotechnique (2016) 66 (3): 175–187.
Article history
Received:
February 08 2015
Accepted:
June 25 2015
Citation
Iverson RM, George DL (2016), "Modelling landslide liquefaction, mobility bifurcation and the dynamics of the 2014 Oso disaster". Geotechnique, Vol. 66 No. 3 pp. 175–187, doi: https://doi.org/10.1680/jgeot.15.LM.004
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