2015
DOI: 10.1002/2015jf003593
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Seasonal and diurnal cycles of liquid water in snow—Measurements and modeling

Abstract: Evaluating and improving snow models and outflow predictions for hydrological applications is hindered by the lack of continuous data on bulk volumetric liquid water content ( w ) and storage capacity of the melting snowpack. The combination of upward looking ground-penetrating radar and conventional snow height sensors enable continuous, nondestructive determinations of w in natural snow covers from first surficial wetting until shortly before melt out. We analyze diurnal and seasonal cycles of w for 4 years … Show more

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Cited by 60 publications
(79 citation statements)
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“…Snow wetness is not commonly measured in snow hydrology research although several recent papers presented the development of some new devices and modeling of liquid water content of snowpack (Avanzi et al, 2014(Avanzi et al, , 2015. Examples of other new devices are Heilig et al (2015), or Kinar and Pomeroy (2015), while Hirashima et al (2014) or Wever et al (2014) discuss the new modeling methods. In this study we have used the Snow Fork in snow pits.…”
Section: Discussionmentioning
confidence: 99%
“…Snow wetness is not commonly measured in snow hydrology research although several recent papers presented the development of some new devices and modeling of liquid water content of snowpack (Avanzi et al, 2014(Avanzi et al, , 2015. Examples of other new devices are Heilig et al (2015), or Kinar and Pomeroy (2015), while Hirashima et al (2014) or Wever et al (2014) discuss the new modeling methods. In this study we have used the Snow Fork in snow pits.…”
Section: Discussionmentioning
confidence: 99%
“…For cold conditions with snow and firn temperatures below 0°C (θ w = 0), the bulk density above the antennas can easily be determined. In contrast to conditions in seasonal snow described by Heilig et al (2015), melting snow and firn on cold ice sheets can rapidly refreeze due to the underlying cold content. As a consequence, the assumption of a constant ice volume fraction after initial melt is invalid for ice sheets.…”
mentioning
confidence: 89%
“…reaching L 15,x , the three phase mixing formula is underdetermined (c.f., Heilig et al, 2015). Hence, to solve for θ w , we used the same assumption as Heilig et al (2015) that θ i remains constant after initial percolation into L 15,x .…”
mentioning
confidence: 99%
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