2007
DOI: 10.1175/jtech2017.1
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Trend Identification in Twentieth-Century U.S. Snowfall: The Challenges

Abstract: There is an increasing interest in examining long-term trends in measures of snow climatology. An examination of the U.S. daily snowfall records for 1900-2004 revealed numerous apparent inconsistencies. For example, long-term snowfall trends among neighboring lake-effect stations differ greatly from insignificant to ϩ100% century Ϫ1 . Internal inconsistencies in the snow records, such as a lack of upward trends in maximum seasonal snow depth at stations with large upward trends in snowfall, point to inhomogene… Show more

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Cited by 70 publications
(53 citation statements)
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“…Conversely, this method may overestimate daily SFE by not accounting for the augmentation of snowpack by precipitation that falls as rain and subsequently freezes in the snowpack and results in positive gains in SWE. To address this, we identified days when SWE increased and minimum temperature was greater than 3.7 C (based on Dai [2008]) and eliminated SFE for these days (0.05% of days [Kunkel et al, 2007], we used an approach to estimate daily SFE that extends the empirical precipitation phase probability function of Dai [2008] to daily time scales using daily mean temperature and daily precipitation amount (see Appendix A for details). Resulting daily SFE values estimated at COOP stations less than 2.54 mm (the resolution of SNOTEL SFE measurements) were set to 0 for compatibility with SNOTEL data.…”
Section: Methodsmentioning
confidence: 99%
“…Conversely, this method may overestimate daily SFE by not accounting for the augmentation of snowpack by precipitation that falls as rain and subsequently freezes in the snowpack and results in positive gains in SWE. To address this, we identified days when SWE increased and minimum temperature was greater than 3.7 C (based on Dai [2008]) and eliminated SFE for these days (0.05% of days [Kunkel et al, 2007], we used an approach to estimate daily SFE that extends the empirical precipitation phase probability function of Dai [2008] to daily time scales using daily mean temperature and daily precipitation amount (see Appendix A for details). Resulting daily SFE values estimated at COOP stations less than 2.54 mm (the resolution of SNOTEL SFE measurements) were set to 0 for compatibility with SNOTEL data.…”
Section: Methodsmentioning
confidence: 99%
“…As such, sites are commonly located in or below tree-line [33], thereby increasing the potential impact of vegetation increases over the observation period [22]. Additional sources of bias include: (2) site physical changes leading to localized scour or deposition of the snowpack [34,35] or snow compaction, such as from increases in recreation usage or road relocation near sites [36]; (3) weather modification from cloud seeding [37][38][39], pollutants [40][41][42], or dust storms that decrease the snowpack albedo [43,44]; (4) measurement timing and technique [45][46][47]; and (5) sensor changes [23,48]. A detailed review of how each of these potential sources of bias may affect SWE data at snow courses and SNOTEL sites is provided in [36].…”
Section: Discussion Of Influences On Snow Water Equivalent At Utah Snmentioning
confidence: 99%
“…A detailed review of how each of these potential sources of bias may affect SWE data at snow courses and SNOTEL sites is provided in [36]. As each of these factors may introduce similar-looking biases, site-specific bias features must be quantified before attributing changes over time to any particular cause [36,45]. This paper focuses primarily on the first form of bias presented above: the effect of vegetation changes on SWE data obtained at measurement sites.…”
Section: Discussion Of Influences On Snow Water Equivalent At Utah Snmentioning
confidence: 99%
“…Data modeling and inference can be found in Smith (2003), Naveau et al (2005), Falk and Michel (2006), Kunkel et al (2007), Beniston et al (2007), Cooley, Nychka and Naveau (2007), Bel, Bacro and Lantuejoul (2007), Elek and Márkus (2007), Yiou et al (2008), Zhang (2008a), Smith and Stephenson (2009), Naveau, Zhang and Zhu (2011), and Gilleland, Brown and Ammann (2013, among others. Several papers, such as Peng (1999), Draisma et al (2004) and Ferreria and de Haan (2004) focused on rare events modeling, particularly of Dutch coastal wind and water level extremes.…”
Section: Definition 1 Two Identically Distributed Random Variables Xmentioning
confidence: 99%