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SVERIGES LANTBRUKSUNIVERSITET - Epsilon Open Archive - SLU

SVERIGES LANTBRUKSUNIVERSITET - Epsilon Open Archive - SLU

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66<br />

Routine determination of AET, in a long term, is feasible only<br />

with reliable and weather proof monitoring equipment that require<br />

minimum of attendance and maintenance at the site. Automated weather<br />

stations equipped with appropriate sensors could be used for this<br />

purpose. These autostations should also be located on a relatively<br />

homogeneous terrain, for example, on an relatively extensive<br />

agriculturaI field. One approach to estimate AET is to apply the<br />

measurement of the skin surface temperature of the evaporating surface<br />

in addition to the standard meteorological data.<br />

2. Theory<br />

2.1. The aerodynamic surface temperature method<br />

To obtain a working formula for AET we first consider the heat<br />

balance of the soil surface. The surface either absorbs or emits a net<br />

amount (R n ) of electromagnetic energy. When absorbed this energy is<br />

converted into heat. The absorbed heat is further conducted into the<br />

soil as soil heat flux (G) and transported into the air as sensible<br />

(H) and latent (LE) heat. A small amount of heat can temporarily be<br />

stored in the vegetation layer, but for most agriculturaI crops this<br />

component can be neglected. For practical purposes the heat balance<br />

can then be written as<br />

G + H + LE (1)<br />

The efficiency of the transport of sensible and latent heat may be<br />

characterised with a single parameter, namely the turbulence transfer<br />

coefficient (h), which is used to connect the flux of an entity to the<br />

vertical concentration gradient within a vertical distance z of that<br />

entity. For the sensible heat flux we have<br />

where pCp is the thermal heat capacity of air, To is the skin surface<br />

temperature and Tz is temperature at height z (usually the screen<br />

height 2m) above the ground.<br />

The transfer coefficient hHz for heat between the effective canopy<br />

height and height z is mainly dependent on the stability of air,<br />

height of the roughness elements and wind speed. Empirical algorithms<br />

(2)

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