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mm or 10 mm. This h<strong>as</strong> been done to draw a better comparison between <strong>the</strong> model <strong>an</strong>d <strong>the</strong> remote<br />

sensing data, <strong>as</strong> MODIS c<strong>an</strong>not detect snow if SWE is very small. Moreover, <strong>the</strong> MODIS data are<br />

sometimes affected by uncertainty due to <strong>the</strong> persistence of cloud cover, <strong>an</strong>d <strong>the</strong> related r<strong>an</strong>ge of<br />

variability in <strong>the</strong> snow cover area is shown in <strong>the</strong> figure.<br />

The agreement is good, in particular in <strong>the</strong> melting se<strong>as</strong>on. However, <strong>the</strong> limitations of <strong>the</strong><br />

MODIS 8 day product have to be considered. Large uncertainties during <strong>the</strong> precipitation periods<br />

due to <strong>the</strong> cloud cover c<strong>an</strong> occur, <strong>an</strong>d <strong>the</strong> product h<strong>as</strong> a resolution which does not always allow to<br />

appreciate <strong>the</strong> detailed elevation patterns of snow cover, <strong>as</strong> <strong>the</strong> mountain b<strong>as</strong>in considered is<br />

characterized by strong elevation gradients.<br />

The model underestimates <strong>the</strong> snow cover extent in <strong>the</strong> early snow events, probably because it<br />

does not predict well <strong>the</strong> snowfall in <strong>the</strong> bottom of <strong>the</strong> valley, which covers quite a wide area. As<br />

it h<strong>as</strong> been said in <strong>the</strong> previous paragraph, it is difficult to distinguish <strong>the</strong> rain <strong>an</strong>d snow events,<br />

because <strong>the</strong>y are not only dominated by <strong>the</strong> air temperature at <strong>the</strong> ground, but by <strong>the</strong> <strong>entire</strong><br />

temperature profile. The MODIS curve agrees more with <strong>the</strong> 1 mm threshold model result curve:<br />

this probably me<strong>an</strong>s that a thin layer of fresh snow in <strong>the</strong> bottom of <strong>the</strong> valley, where vegetation is<br />

not dense, is e<strong>as</strong>ily recognized by remote sensing techniques.<br />

The model snow cover extent is much less sensitive to <strong>the</strong> threshold value during <strong>the</strong> spring,<br />

when <strong>the</strong> averaged SWE distribution is higher <strong>an</strong>d more strongly dependent on elevation, <strong>as</strong><br />

discussed later.<br />

Figure 8: Fraction of <strong>the</strong> total b<strong>as</strong>in area covered by at le<strong>as</strong>t 1 mm (grey continuous line) <strong>an</strong>d 10 mm (black<br />

continuous line) of SWE, according to <strong>the</strong> model results, <strong>an</strong>d snow covered area according to MODIS<br />

(d<strong>as</strong>hed black lines) with uncertainty r<strong>an</strong>ge due to cloudiness against time.<br />

DEPENDENCE OF SNOW COVER ON ELEVATION AND ASPECT<br />

In this paragraph <strong>the</strong> model results are used to find some relations between SWE, elevation <strong>an</strong>d<br />

<strong>as</strong>pect for <strong>the</strong> b<strong>as</strong>in considered. The b<strong>as</strong>in is here divided into 10 elevation r<strong>an</strong>ks, each sp<strong>an</strong>ning<br />

200 metres. SWE is <strong>the</strong>n averaged in each r<strong>an</strong>k. Figure 9 shows <strong>the</strong> time evolution of SWE for 4<br />

different elevation r<strong>an</strong>ks, <strong>an</strong>d it c<strong>an</strong> be noticed that its maximum value shifts later into spring <strong>as</strong><br />

elevation gets higher. At <strong>the</strong> bottom of <strong>the</strong> valley a strong snowfall occurred at <strong>the</strong> beginning of<br />

March, but at higher elevations o<strong>the</strong>r strong snowfalls occurred later.<br />

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