2009
DOI: 10.3189/002214309788608714
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Measured shear rates in large dry and wet snow avalanches

Abstract: We present estimates of internal shear rates of real-scale avalanches that are based on velocity measurements. Optical velocity sensors installed on the instrument pylon at the Swiss Vallée de la Sionne test site are used to measure flow velocities at different flow heights of three large dry and wet snow avalanches. Possible sources of error in the correlation analysis of the time-lagged reflectivity signals measured by optical sensors are identified for real-size avalanches. These include spurious velocities… Show more

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Cited by 81 publications
(105 citation statements)
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“…This assumption is in agreement with measured shear rates in wet-snow avalanche flow, which indicate that wet-snow avalanches are characterized by slow, plug flow which overrides a highly sheared basal layer (Kern et al, 2009;Sovilla et al, 2008). There are two major concerns related to the performance of the VS model.…”
Section: Avalanche Dynamics Modelsupporting
confidence: 77%
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“…This assumption is in agreement with measured shear rates in wet-snow avalanche flow, which indicate that wet-snow avalanches are characterized by slow, plug flow which overrides a highly sheared basal layer (Kern et al, 2009;Sovilla et al, 2008). There are two major concerns related to the performance of the VS model.…”
Section: Avalanche Dynamics Modelsupporting
confidence: 77%
“…The dynamics of wet-snow avalanches differ from those of dry-snow avalanches (Sovilla et al, 2008;Kern et al, 2009). They are slower than dry dense avalanches, but typically have larger flow depths and higher flow densities.…”
Section: Introductionmentioning
confidence: 95%
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“…We may therefore expect that the frictional properties change along the covered distance. In addition, the avalanches involve mechanical and thermodynamical transformations and energy dissipation that may change the mechanical and thermodynamic properties of flowing snow (Buser and Bartelt, 2009). Accounting for all these complex processes in propagation models is currently out of reach.…”
Section: Friction Coefficient Inferencementioning
confidence: 99%
“…To account for flow depth variations in time and space during an avalanche event, the hydraulic framework has been adopted and a second generation of models, based on depth-averaged hydraulic equations, has emerged (Kulikovskii and Eglit, 1973;Savage, 1979;Brugnot and Pochat, 1981;Bartelt and others, 1999;Barbolini and others, 2000;Naaim and others, 2004;Buser and Bartelt, 2009). These models usually include a Voellmy-like, two-parameter friction model, as well as some additional parameters accounting for curvature, erosion and deposition processes and for the anisotropy of normal stresses.…”
Section: Introductionmentioning
confidence: 99%