Snow line

This article is about the geographical feature. For the boundary in a protoplanetary disk, see Frost line (astrophysics).

The climatic snow line is the boundary between a snow-covered and snow-free surface. The actual snow line may adjust seasonally, and be either significantly higher in elevation, or lower. The permanent snow line is the level above which snow will lie all year.

Climatic snow lines^[1]

Cho Oyu (8,201 m), Himalayas: 6,000 m

Cotopaxi (5,897 m), Andes: 5,000 m

Weisshorn (4,506 m), Alps: 3,000 m

Background

Snow line is an umbrella term for different interpretations of the boundary between snow-covered surface and snow-free surface. The definitions of the snow line may have different temporal and spatial focus. In many regions the changing snow line reflect seasonal dynamics. The final height of the snow line in a mountain environment at the end of the melting season is subject to climatic variability, and therefore may be different from year to year. The snow line is measured using automatic cameras, aerial photographs, or satellite images. Because the snow line can be established without on-the-ground measurements, it can be measured in remote and difficult to access areas. Therefore, the snow line has become an important variable in hydrological models.^[2]

The average elevation of a transient snow line is called the "climatic snow line" and is used as a parameter to classify regions according to climatic conditions. The boundary between the accumulation zone and the ablation zone on glaciers is called the "annual snow line". The glacier region below this snow line was subject to melting in the previous season. The term "orographic snow line" is used to describe the snow boundary on surfaces other than glaciers. The term "regional snow line" is used to describe large areas.^[2] The "permanent snow line" is the level above which snow will lie all year.^[3]

Snow lines of global regions

The interplay of elevation and latitude affects the precise placement of the snow line at a particular location. At or near the equator, it is typically situated at approximately 4,500 metres (15,000 ft) above sea level. As one moves towards the Tropic of Cancer and Tropic of Capricorn, the parameter at first increases: in the Himalayas the permanent snow line can be as high as 5,700 metres (19,000 feet). Beyond the Tropics, the snow line becomes progressively lower as the latitude increases, to just below 3,000 metres (9,800 ft) in the Alps and falling all the way to sea level itself at the ice caps near the poles.^{[citation needed]}

 

This 1848 "Sketch showing the actual elevation of the Snow Line in different Latitudes" by Alexander Keith Johnston shows the snow lines of mountains in America, Europe and Asia

In addition, the relative location to the nearest coastline can influence the elevation of the snow line. Areas near a coast might have a lower snow line than areas of the same elevation and latitude situated in a landmass interior due to more winter snowfall and because the average summer temperature of the surrounding lowlands would be warmer away from the sea. (This applies even in the tropics, since areas far from the sea will have larger diurnal temperature ranges and potentially less moisture, as observed with Kilimanjaro and presently glacier-free Mount Meru.) A higher elevation is therefore necessary to lower the temperature further against the surroundings and keep the snow from melting.^{[citation needed]}

Furthermore, large-scale oceanic currents such as the North Atlantic Current can have significant effects over large areas (in this case warming northern Europe, extending even to some Arctic Ocean regions).^{[citation needed]}

In the Northern Hemisphere the snow line on the north-facing slopes is at a lower elevation, as the north-facing slopes receive less sunlight (solar irradiance) than south-facing slopes.^[3] The converse will occur in the Southern Hemisphere.

Glacier equilibrium line

The glacier equilibrium line is the point of transition between the accumulation zone and ablation zone. It is the line where the mass of these two zones is equal. Depending on the thickness of the glacier, this line can seem as though it is leaning more towards one zone but it is determined by the actual mass of ice in either zone. The rates of ablation and accumulation can also be used to determine the location of this line.^[4]

This point is an important location to use in determining whether a glacier is growing or shrinking. A higher glacier equilibrium line will indicate that the glacier is shrinking, whereas a lower line will indicate that the glacier is growing. The terminus of a glacier advances or retreats based on the location of this equilibrium line.

Scientists are using remote sensing to better estimate the locations of this line on glaciers around the world. Using satellite imagery, scientists are able to identify whether the glacier is growing or receding.^[5] This is a very helpful tool for analyzing glaciers that are difficult to access. Using this technology we can better gauge the effects of climate change on glaciers around the world.

Records

The highest mountain in the world below the snow line is Ojos del Salado.^[6]

See also

• Frost line
• Frost line (astrophysics)
• Glacier
• High Alps
• Ice cap climate
• Tree line

References

• Charlesworth J.K. (1957). The quaternary era. With special reference to its glaciation, vol. I. London, Edward Arnold (publishers) Ltd, 700 pp.
• Flint, R. F. (1957). Glacial and Pleistocene geology. John Wiley & Sons, Inc., New York, xiii+553+555 pp.
• Kalesnik, S.V. (1939). Obshchaya glyatsiologiya [General glaciology]. Uchpedgiz, Leningrad, 328 pp. (in Russian)
• Tronov, M.V. (1956). Voprosy svyazi mezhdu klimatom i oledeneniem [The problems of the connection between climate and glaciation]. Izdatel'stvo Tomskogo Universiteta, Tomsk, 202 pp. (in Russian)
• Wilhelm, F. (1975). Schnee- und Gletscherkunde [Snow- and glaciers study], De Gruyter, Berlin, 414 pp. (in German)
• Braithewaite, R.J. and Raper, S.C.B (2009). "Estimating Equilibrium Line Altitude (ELA) From Glacier Inventory Data." Annals of Glaciology, 50, pp. 127–132. doi:10.3189/172756410790595930.
• Leonard, K.C., and Fountain, A.G. (2003). "Map-Based Methods for Estimating Glacier Equilibrium-Line Altitudes." Journal of Glaciology, vol. 49, no. 166, pp. 329–336., doi:10.3189/172756503781830665.
• Ohmura, A., Kasser, P., and Funk, M. (1992). "Climate at the Equilibrium Line of Glaciers." Journal of Glaciology, vol. 38, no. 130, pp. 397–411., doi:10.3189/S0022143000002276.
• Carrivick, J.L., Lee, J. and Brewer, T.R. (2004). "Improving Local Estimations and Regional Trends of Glacier Equilibrium Line Altitudes." Geografiska Annaler: Series A, Physical Geography, vol. 86, no. 1, pp. 67–79. JSTOR 3566202.
• Benn, D.I., and Lehmkuhl, F. (2000). "Mass balance and equilibrium-line altitudes of glaciers in high-mountain environments." Quaternary International, 65/66, pp. 15–29. doi:10.1016/S1040-6182(99)00034-8

Footnotes

1. Approximations. Snow line elevations retrieved from Google Earth on 2014-08-20
2. Vijay P. Singh; Pratap Singh; Umesh K. Haritashya (2011). Encyclopedia of Snow, Ice and Glaciers. Springer Science & Business Media. pp. 1024. ISBN 978-90-481-2642-2.
3. David Waugh (2000). Geography: An Integrated Approach. Nelson Thornes. p. 105. ISBN 978-0-17-444706-1.
4. Ohmura, Atsumu; Kasser, Peter; Funk, Martin (1992). "Climate at the Equilibrium Line of Glaciers". Journal of Glaciology. 38 (130): 397–411. Bibcode:1992JGlac..38..397O. doi:10.3189/S0022143000002276. ISSN 0022-1430.
5. Leonard, Katherine C.; Fountain, Andrew G. (2003). "Map-based methods for estimating glacier equilibrium-line altitudes". Journal of Glaciology. 49 (166): 329–336. Bibcode:2003JGlac..49..329L. doi:10.3189/172756503781830665. ISSN 0022-1430.
6. Regional Climate and Snow/Glacier Distribution in Southern Upper Atacama (Ojos del Salado) – an integrated statistical, GIS and RS based approach