2017
DOI: 10.1007/s00704-017-2066-0
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The altitudinal temperature lapse rates applied to high elevation rockfalls studies in the Western European Alps

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Cited by 39 publications
(35 citation statements)
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“…Even under stable atmospheric conditions, LRs can vary considerably from one season to another for maximum and minimum air temperature (Pepin, 2001; Marshall et al ., 2007; Kattel et al ., 2013). This notion has been confirmed across the global mountain systems, including the Rocky Mountains (Kunkel, 1989; Pepin and Losleben, 2002), the Himalayas (Immerzeel et al ., 2014; Romshoo et al ., 2018; Ojha, 2019) and the Alps (Dumas, 2013; Nigrelli et al ., 2017), along with other regions (e.g., the Iberian Peninsula; (Navarro‐Serrano et al ., 2018), as well as in the Antarctic Peninsula (Ambrozova et al ., 2019). In each region, the vertical distribution of air temperature varies between nighttime and daytime due to variations in heat fluxes between the atmosphere and the surface (Duane et al ., 2008; Gardner et al ., 2009).…”
Section: Introductionmentioning
confidence: 99%
“…Even under stable atmospheric conditions, LRs can vary considerably from one season to another for maximum and minimum air temperature (Pepin, 2001; Marshall et al ., 2007; Kattel et al ., 2013). This notion has been confirmed across the global mountain systems, including the Rocky Mountains (Kunkel, 1989; Pepin and Losleben, 2002), the Himalayas (Immerzeel et al ., 2014; Romshoo et al ., 2018; Ojha, 2019) and the Alps (Dumas, 2013; Nigrelli et al ., 2017), along with other regions (e.g., the Iberian Peninsula; (Navarro‐Serrano et al ., 2018), as well as in the Antarctic Peninsula (Ambrozova et al ., 2019). In each region, the vertical distribution of air temperature varies between nighttime and daytime due to variations in heat fluxes between the atmosphere and the surface (Duane et al ., 2008; Gardner et al ., 2009).…”
Section: Introductionmentioning
confidence: 99%
“…Several studies have reported significant temporal variability in NSLR at daily and seasonal scales in various mountain regions including the Rocky (Kunkel, ; Pepin and Losleben, ; Blandford et al, ) and Appalachian (Bolstad et al ., ) mountains in the United States, in China (Fang and Yoda, ; Tang and Fang, ; Du et al, ), the Himalayan mountains (Kattel et al, ; Immerzeel et al, ), the Alps (Rolland, ; Dumas, ; Kirchner et al, ; Nigrelli et al, ), and polar areas (Marshall et al ., ). These studies have reported steeper NSLRs under unstable atmospheric conditions, and marked differences in NSLR have been found as a function of synoptic conditions (Pepin et al, ; ; Pepin, ; Blandford et al, ; Holden and Rose, ; Kirchner et al, ; Miró et al, ).…”
Section: Introductionmentioning
confidence: 99%
“…As a first point of discussion, it should be noted that the values of TLR are extremely variable in time and space (Rolland, 2002;Otto-Bliesner et al, 2006;Minder et al, 2010;Prömmel et al, 2010;Dumas, 2013;Li et al, 2015). This gives credence to the idea that, in reality, the situation is much more complicated than the simple average theoretical decrease of 0.6 C/100 m elevation (Nigrelli et al, 2017). Some studies in the Alps report that the monthly variation of TLRs is similar to that of tx, with the lowest values observed in winter and the highest in spring or summer (De Saintignon, 1976; Douguédroit and De FIGURE 5 Variation of the monthly mean R 2 for tn (a) and tx (b) and temperature lapse rate for tn (c) and tx (d), for five of the 10 resolutions Saintignon, 1984;Bisci et al, 1989;Rolland, 2002;Dumas and Atunes, 2003;Dumas, 2013;Joly et al, 2017).…”
Section: Tlr Variationmentioning
confidence: 91%