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Evaluation and generalization of temperature‐based methods for calculating evaporation

Hydrological Processes · 2001 · Vol. 15(2) · pp. 305–319
Chong‐Yu XuVijay P. Singh

Abstract

Abstract Seven temperature‐based equations, each representing a typical form, were evaluated and compared for determining evaporation at two climatological stations (Rawson Lake and Atikokan) in north‐western Ontario, Canada. The comparison was first made using the original constant values involved in each equation, and then using the recalibrated constant values. The results show that when the original constant values were used, larger biases existed for most of the equations for both stations. When recalibrated constant values were substituted for the original constant values, six of the seven equations improved for both stations. Using locally calibrated parameter values, all seven equations worked well for determining mean seasonal evaporation values. For monthly evaporation values, the modified Blaney–Criddle method produced least error for all months for both stations, followed by the Hargreaves and Thornthwaite methods. The Linacre, Kharrufa and Hamon methods showed a significant bias in September for both stations. With properly determined constant values, the modified Blaney–Criddle, the Hargreaves and Thornthwaite methods can be recommended for estimating evaporation in the study region, as far as temperature‐based methods are concerned. Copyright © 2001 John Wiley & Sons, Ltd.

Plant Water Relations and Carbon DynamicsHydrology and Watershed Management StudiesHydrology and Drought AnalysisEvaporationConstant (computer programming)GeneralizationEnvironmental scienceMathematicsStatisticsHydrology (agriculture)MeteorologyGeologyComputer science

Funding

  • Lakehead University
Citations
379
FWCI
1.30
field-weighted impact
References
24
Percentile
80%
vs. same field & year
Citations per year
Cited by
References
Natural evaporation from open water, bare soil and grass
Proceedings of the Royal Society of London A Mathematical and Physical Sciences · 1948 · 7,317 citations
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