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Towards a rational definition of potential evaporation

机译:对潜在蒸发的合理定义

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The concept of potential evaporation is defined onthe basis of the following criteria: (i) it must establish an upper limitto the evaporation process in a given environment (the term "environment"including meteorological and surface conditions), and (ii) this upper limitmust be readily calculated from measured input data. It is shown that thisupper limit is perfectly defined and is given by the Penman equation, appliedwith the corresponding meteorological data (incoming radiation and aircharacteristics measured at a reference height) and the appropriate surfacecharacteristics (albedo, roughness length, soil heat flux). Since eachsurface has its own potential evaporation, a function of its own surfacecharacteristics, it is useful to define a reference potential evaporationas a short green grass completely shading the ground. Although the potentialevaporation from a given surface is readily calculated from the Penmanequation, its physical significance or interpretation is not so straightforward,because it represents only an idealized situation, not a real one. Potentialevaporation is the evaporation from this surface, when saturated and extensiveenough to obviate any effect of local advection, under the same meteorologicalconditions. Due to the feedback effects of evaporation on air characteristics,it does not represent the "real" evaporation (i.e. the evaporation whichcould be physically observed in the real world) from such an extensivesaturated surface in these given meteorological conditions (if this saturatedsurface were substituted for an unsaturated one previously existing).From a rigorous standpoint, this calculated potential evaporation is notphysically observable. Nevertheless, an approximate representation canbe given by the evaporation from a limited saturated area, the dimensionof which depends on the height of measurement of the air characteristicsused as input in the Penman equation. If they are taken at a height of2 m (the height of the meteorological observations), the dimension of thesaturated surface in the direction of the wind ranges roughly from 50 to200 m for a short green grass completely shading the ground.
机译:潜在蒸发的概念是根据以下标准定义的:(i)必须确定给定环境(包括气象和地面条件在内的“环境”一词)中蒸发过程的上限,并且(ii)必须确定该上限从测量的输入数据可以轻松计算得出。结果表明,该上限是完美定义的,由Penman方程给出,并应用了相应的气象数据(在参考高度处测量的入射辐射和空气特征)和适当的表面特征(反照率,粗糙度,土壤热通量)。由于每个表面都有其自身的电势蒸发,这是其自身表面特性的函数,因此将参考电势蒸发定义为完全遮蔽地面的短绿草很有用。 尽管根据Penmanequation可以很容易地计算出给定表面的潜在蒸发,但其物理意义或解释并不是那么简单,因为它仅表示理想化的情况,而不是真实的情况。电位蒸发是指在相同的气象条件下,从该表面蒸发后达到饱和并充分消除局部对流的影响。由于蒸发对空气特征的反馈作用,在给定的气象条件下(如果用该饱和表面代替),它并不代表从如此广泛饱和的表面进行的“真实”蒸发(即可以在现实世界中物理观察到的蒸发)从严格的角度来看,这种计算出的潜在蒸发是无法物理观察到的。但是,可以通过从有限的饱和区域蒸发来给出近似表示,其尺寸取决于在Penman方程中用作输入的空气特征的测量高度。如果以2 m的高度(气象观测的高度)拍摄,则对于完全遮蔽地面的短绿草而言,在风向上的饱和表面尺寸大约为50至200 m。

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