Laserfiche WebLink
<br />reflected solar (short wave) radiation, and incoming and outgoing <br />long-wave radiation. The method does not give a measure of the results <br />of evapotranspiration as does the atmospheric flux method but rather <br />the energy available for evapotranspiration. For a body of water this <br />is not a problem, but for vegetative cover the rate of evapotranspira- <br />tion depends not only on the energy available but also upon the require- <br />ments of the plant. During the early stage of growth, transpiring <br />surfaces of the plant are small, and so use only a portion of the energy <br />available, with the remaining portion converted to sensible heat in the <br />soil. At full development the plant may use all of the available energy, <br />and when mature, limits transpiration to its needs, so that some energy <br />may convert to sensible heat. The difficulty with the method lies in <br />the ability to measure the sensible soil heat. Unless this is done, <br />evapotranspiration computed during the early and late stages of plant <br />development may be larger than actual. <br /> <br />A further complication is advected heat that may be transferred from <br />an adjacent area. If warmer air is advected over a vegetated cover, <br />relatively more of the net radiation is converted to evapotranspira- <br />tion. If the air is cooler, the reverse occurs. Feasibility of the <br />energy-balance method depends upon the accuracy with which the para- <br />meters are measured, particularly sensible soil heat and advected heat. <br />The method requires extensive instrumentation and an elaborate data <br />processing by a computator. <br /> <br />Empirical Formulas <br /> <br />Several empirical formulas have been developed for expressing the rela- <br />tionship between evaporation, evapotranspiration, climatic factors and <br />coefficients for a particular vegetative species. These formulas assume <br />that water is nonlimiting, and that the vegetation shades the ground <br />completely--putting the calculated values in the potential rather than <br />the actual realm. The elements of climate that enter into the several <br />formulas include temperature, humidity, wind movement, percent of day- <br />time hours, and duration of bright sunshine. Temperature is the only <br />element common to all formulas. <br /> <br />The three most widely used formulas--the Blaney-Criddle, Thornthwaite, <br />and Penman--appear well suited for the geographical location for which <br />they were developed, Blaney-Criddle in the arid western United States, <br />Thornthwaite in the humid seaboard of the eastern United States, and <br />Penman in cool England. <br /> <br />The formula, developed by H. F Blaney (1962) and W. D. Criddle, is <br />based on the assumption that water being ample, evapotranspiration is <br />directly proportional to the climatic factor, and that all other factors <br />are constant for a particular species. <br /> <br />12 <br />