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Yoshida - 1981 - Fundamentals of Rice Crop Science

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98 FUNDAMENTALS OF RICE CROP SCIENCE<br />

2.19. Variations in the capacity <strong>of</strong> air at different temperatures for water<br />

vapor.<br />

For evaporation from a surface to continue there are several physical requirements.<br />

First, there must be a supply <strong>of</strong> energy to provide the quite large latent heat<br />

<strong>of</strong> vaporization, which varies with temperature; it is about 590 cal/g at around 15°C<br />

and 580 cal/g at 30°C.<br />

Second, the vapor pressure in the overlying air must be less than that at the<br />

evaporating surface since evaporation (a net transfer <strong>of</strong> water vapor) is zero if there<br />

is no gradient in vapor pressure. The gradient in vapor pressure is controlled by the<br />

capacity <strong>of</strong> the air to take up more water vapor and the degree <strong>of</strong> turbulence in the<br />

lower atmosphere necessary to replace the saturated air near the evaporating<br />

surfaces. The turbulence is caused by winds or by convectional currents. While<br />

winds are not particularly stronger in the tropics than in other regions, convection<br />

is frequent.<br />

The air’s capacity to retain water vapor increases rapidly with temperature (Fig.<br />

2.19). Warm tropical air masses can, therefore, take up more water vapor than<br />

cold ones. The actual amount also depends on the air’s relative humidity — the<br />

lower it is, the more favorable are the conditions for further evapotranspiration.<br />

The dry tropics have, therefore, very high rates <strong>of</strong> evapotranspiration.<br />

Third, water must be available for evaporation, this being a limiting factor under<br />

dry conditions.<br />

2.5.6. The concept <strong>of</strong> potential evapotranspiration<br />

The term potential evapotranspiration. (PE), originally proposed by Thornthwaite<br />

(1948), was defined as the water lost by vegetation if the soil is never water<br />

deficient. PE was more explicitly defined by Penman (1948) as the amount <strong>of</strong>

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