Climate Data for Latitude 57.75 Longitude 14.75

Köppen climate classification: Dfb (Climate: snow; Precipitation: fully humid; Temperature: warm summer)
 

Locations

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Allmänningsån
Assjön
Barkerydssjön
Bordsjön
Botorp
Erikstorp
Fattarp
Fusån
Grönlid
Hultarp
Hyllingen
Kansjön
Knutstorp
Lake Ralången: Hyllingen
Ören
Slätteryd
Södra Vixen
Sötåsasjön
Västra Fagerhult
Vikskvarn

Averages (English) Metric

TypeUnitsJanFebMarAprMayJunJulAugSepOctNovDecPeriod
Min TempF°20.719.322.930.238.946.150.849.043.637.230.824.7104 years
Mean TempF°25.725.430.239.049.156.260.258.051.143.035.029.1109 years
Max TempF°30.631.437.547.859.466.469.767.158.649.039.333.6107 years
FrostDays31.028.231.030.027.412.10.63.88.328.130.031.0109 years
WetDays19.614.311.710.710.410.713.011.713.014.120.119.7109 years
Precipitationin1.71.21.31.41.72.32.82.92.42.32.11.9109 years
Potential Evapotranspirationin0.30.41.12.23.74.44.53.52.01.10.40.216 years
Yearly Average Temperatures 2010 - 2009 (English) Latitude 57.75 Longitude 14.75
Monthly Mean Temperatures 1901 - 2009 (English) Latitude 57.75 Longitude 14.75
Yearly Total Frost Days 1901 - 2009 Latitude 57.75 Longitude 14.75
Yearly Total Precipitation 1901 - 2009 (English) Latitude 57.75 Longitude 14.75
Yearly Total Wet Days 1901 - 2009 Latitude 57.75 Longitude 14.75
Yearly Total Potential Evapotranspiration 1914 - 2009 (English) Latitude 57.75 Longitude 14.75

Climate data provided by CRU TS 3.1 - University of East Anglia Climate Research Unit (CRU). [Phil Jones, Ian Harris]. CRU Time Series (TS) high resolution gridded datasets, [Internet]. NCAS British Atmospheric Data Centre, 2008, Accessed: 28-July-2011
Charting software provided by pChart - a PHP class to build charts.
Köppen climate classification provided by Kottek, M., J. Grieser, C. Beck, B. Rudolf, and F. Rubel, 2006: World Map of Köppen-Geiger Climate Classification updated. Meteorol. Z., 15, 259-263
The calculation method for the potential evapotranspiration is the FAO grass reference equation (Ekstrom et al., 2007, which is based on Allen et al., 1994). It is a variant of the Penman Monteith method using TMP, TMN, TMX, VAP, CLD.