When the surface of transpiration is submerged under water, then potential evapotranspiration is
To accurately answer this question, it is crucial to understand the fundamental differences between evapotranspiration (ET) and potential evapotranspiration (PET).
The question describes a specific scenario: "When the surface of transpiration is submerged under water." Let's analyze what happens in this situation:
Therefore, when the transpiration surface is submerged under water, the actual evapotranspiration (ET) would be significantly reduced, possibly approaching zero from the plant's perspective, as the primary mechanism for water release (transpiration) is blocked.
Now, let's consider potential evapotranspiration (PET) in this context. PET is determined by climatic factors like:
These atmospheric factors, which drive the demand for water, do not change simply because a plant surface is submerged. The *potential* for water to evaporate and transpire from an ideal, well-watered surface in that environment remains high.
Given this:
Therefore, in this scenario, the atmospheric demand for water (potential evapotranspiration) is much greater than the actual amount of water being lost (evapotranspiration).
We can express this relationship mathematically as:
\( \text{ET} \ll \text{PET} \)
Or, rearranging for the question's phrasing:
\( \text{PET} \gg \text{ET} \)
This means that potential evapotranspiration is much more than evapotranspiration.
The percentage of fresh water available as polar ice/glaciers compared to total fresh water is:-
An isohyet is a line joining points of
Engineering hydrology does NOT deal with:
For one-dimensional flow without recharge in an unconfined aquifer between two water bodies, the steady water table profile is
The water balance equation for a catchment area in terms of rainfall (P), runoff (R), evaporation (E) and storage (S) is written as