Two-source energy balance model estimates of evapotranspiration using component and composite surface temperatures

被引:147
|
作者
Colaizzi, Paul D. [1 ]
Kustas, William P. [2 ]
Anderson, Martha C. [2 ]
Agam, Nurit [3 ]
Tolk, Judy A. [1 ]
Evett, Steven R. [1 ]
Howell, Terry A. [1 ]
Gowda, Prasanna H. [1 ]
O'Shaughnessy, Susan A. [1 ]
机构
[1] USDA ARS, Conservat & Prod Res Lab, Bushland, TX 79012 USA
[2] Agr Res Serv, USDA, Hydrol & Remote Sensing Lab, BARC W, Beltsville, MD 20705 USA
[3] Agr Res Org, Gilat Res Ctr, IL-85280 Negev, Israel
关键词
Evaporation; Transpiration; Evapotranspiration; Irrigation; Cotton; Remote sensing; DUAL ANGLE OBSERVATIONS; DRYLAND GRAIN-SORGHUM; SOIL HEAT-FLUX; CANOPY TEMPERATURE; RADIOMETRIC TEMPERATURE; RADIATION BALANCE; SPRAY IRRIGATION; EDDY-COVARIANCE; CROP RESIDUE; WELL ENOUGH;
D O I
10.1016/j.advwatres.2012.06.004
中图分类号
TV21 [水资源调查与水利规划];
学科分类号
081501 ;
摘要
The two source energy balance model (TSEB) can estimate evaporation (E), transpiration (T), and evapotranspiration (ET) of vegetated surfaces, which has important applications in water resources management for irrigated crops. The TSEB requires soil (T-S) and canopy (T-C) surface temperatures to solve the energy budgets of these layers separately. Operationally, usually only composite surface temperature (T-R) measurements are available at a single view angle. For surfaces with nonrandom spatial distribution of vegetation such as row crops, T-R often includes both soil and vegetation, which may have vastly different temperatures. Therefore, T-S and T-C must be derived from a single T-R measurement using simple linear mixing, where an initial estimate of T-C is calculated, and the temperature - resistance network is solved iteratively until energy balance closure is reached. Two versions of the TSEB were evaluated, where a single T-R measurement was used (TSEB-T-R) and separate measurements of T-S and T-C were used (TSEB-T-C-T-S). All surface temperatures (T-S, T-C, and T-R) were measured by stationary infrared thermometers that viewed an irrigated cotton (Gossypium hirsutum L.) crop. The TSEB-T-R version used a Penman-Monteith approximation for T-C, rather than the Priestley-Taylor-based formulation used in the original TSEB version, because this has been found to result in more accurate partitioning of E and T under conditions of strong advection. Calculations of E, T, and ET by both model versions were compared with measurements using microlysimeters, sap flow gauges, and large monolythic weighing lysimeters, respectively. The TSEB-T-R version resulted in similar overall agreement with the TSEB-T-C-T-S version for calculated and measured E (RMSE = 0.7 mm d(-1)) and better overall agreement for T (RMSE = 0.9 vs. 1.9 mm d(-1)), and ET (RMSE = 0.6 vs. 1.1 mm d(-1)). The TSEB-T-C-T-S version calculated daily ET up to 1.6 mm d(-1) (15%) less early in the season and up to 2.0 mm d(-1) (44%) greater later in the season compared with lysimeter measurements. The TSEB-T-R also calculated larger ET later in the season but only up to 1.4 mm d(-1) (20%). ET underestimates by the TSEB-T-C-T-S version may have been related to limitations in measuring T-C early in the season when the canopy was sparse. ET overestimates later in the season by both versions may have been related to a greater proportion of non-transpiring canopy elements (flowers, bolls, and senesced leaves) being out of the T-C and T-R measurement view. Published by Elsevier Ltd.
引用
收藏
页码:134 / 151
页数:18
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