Laserfiche WebLink
<br />- <br /> <br />---. -, .-.. -~ <br /> <br />value of about one station per 800 sq. km. Secondly, <br />most of the stations are at lower elevations with only <br />a few above the contour. These characteristics <br />underscore the difficulty in providing a detailed and <br />confident assessment of the snow climate. <br /> <br />The data sources vary substantially as to length of <br />record and seasonal coverage. The AES climate sta- <br />tions generally have a longer record length. Figure 3 <br />indicates this by showing the number of A.E.S. stations <br />as a function of measurement record length. A bi-modal <br />distribution is evident with peaks of station installation <br />activity being at 20 and 60 years benchmarks. For <br />climate assessment, the AES network record length <br />seems quite adequate. <br /> <br />The different requirements and seasonal character <br />of the snow surveys result in a data set more limited <br />and variable than that of the A.E.S. stations. This <br />variability, evident in both record length and number <br />of stations, is shown for the Alberta and B.C. snow <br />survey sites (Fig. 4). The generally longer record of B.C. <br />data, particularly in the early months of the survey, is <br />apparent. <br /> <br />3.0 RESULTS <br /> <br />3.1 Seasonal Snow Variation <br /> <br />A plot of the calculated average monthly snowfalls <br />for all 56 mountain climate stations within the project <br />region shows that snowfall increases from a minimum <br />in the autumn to a monthly maximum of 50 cm in <br />January (Fig. 5). This mid-winter maximum may reflect <br />the higher efficiency of precipitation processes with <br />colder temperatures and sufficient atmospheric water <br />supply. The plateau of 30 cm to 40 cm through the late <br />winter and early spring months gives way to the rapid <br />decrease in late spring. The significant spring contribu- <br />tion suggests that the spring temperature-moisture <br />"seeding window" may occur during periods of high <br />natural precipitation. <br /> <br />Snowfall frequency (Fig. 6) follows a pattern similar <br />to that of snowfall amount. The January peak of about <br />10 snow-days is followed by a decline that accelerates <br />rapidly during the late spring. The lower April snow-day <br />frequency, combined with the higher snowfall amount, <br />suggests that in the late spring fewer but larger <br />snowfalls occur. <br /> <br />Snow water equivalent data give a more limited view <br />of actual snowfall, but they do provi<;1e relevant infor- <br />mation on the seasonal character of snowpack water <br />storage. The seasonal variation of the combined <br /> <br />Alberta, B.C. and Montana data (Fig. 7) shows tln~t over <br />half (approximately 250 mm) of the maximum <br />snowpack accumulates before the measurement pro- <br />gram begins in January. Additional contributions <br />throughout the winter-spring period results in a peak <br />snowpack of 500 mm on May 1. A rapid depletion of <br />the snowpack in late spring, which results in an in- <br />crease in water flow, is also evident. <br /> <br />3.2 Snow Variation With Elevation <br /> <br />The complex topography and higher elevations of <br />the mountain regions substantially affect snowfall <br />characteristics. The cooler temperatures at higher <br />elevations enhance snowfall occurrence and snow- <br />pack persistence. Station data were examined as to <br />their variability with elevation to determine the rela- <br />tive importance of this factor. A plot of average <br />annual snowfall against station elevation for the <br />mountain AES climate stations (Fig. 8) shows a strong <br />trend to increased snowfall amounts at higher eleva- <br />tions. Snowfall at lower elevation sites (e.g. 700 m MSL) <br />may be less than one-half the annual snowfall at higher <br />sites (e.g. 1500 m MSL). Included in Figure is is the <br />calculated linear regression relation which predicts <br />snow depth from elevation. The high, significant cor- <br />relation coefficient (0.73) suggests that about 50% of <br />the annual snowfall variation is explained by station <br />elevation. <br /> <br />The seasonal variation of snowfall with elevation as <br />measured by the correlation coefficient is more pro- <br />nounced (Fig. 9). The twin peaks of high cOHielations <br />in the early autumn and late spring may reflect the role <br />of cooler temperatures at higher elevations during those <br />periods. Snow at higher elevations would settle and re- <br />main first, and melt last, at higher elevation sites. The <br />mid-winter low correlation reflects the ubiquitous cold <br />temperatures within the region. The still-significant cor- <br />relation during the warmer season may reflect the in- <br />fluence of complex topography and cooler tE~mpera- <br />tures at higher elevations. <br /> <br />The elevation-snow relation obtained snow survey <br />data is less well-defined than that for average annual <br />snowfall. Greater variability is indicated, particularly <br />with the inclusion of the Montana data (Fig. 10). The <br />Montana values seem to be consistently higher than <br />those for Alberta and B.C., and may reflect differences <br />in network criteria, data measurement procedures and <br />quality control. The correlation coefficient of 059 (0.38 <br />with Montana) suggests that only about 35% of the <br />snow depth variation can be explained by sitl~ eleva- <br />tion. The complex effects of topography on snow <br />storage may overshadow the effect of eleva.tion on <br />snow precipitation patterns. <br /> <br />4 <br />