TAKING A BOW, BUT
MOVING ON!
Professor Jim
Shuttleworth
The
When Tom Meixner
contacted me saying “You have to give a seminar on the science that won you the
International Hydrology Prize”, I responded negatively because giving such a
seminar is not really my style and, although a significant scientific
contribution to hydrology is expected, other things also come into the
deliberations of the panel that awards this prize. Eventually Tom and I reached
a compromise. Recognizing that others might enjoy seeing the actual award
ceremony in
The remainder of this seminar therefore
describes theoretical analyses that facilitate the alternative use of the
Penman-Monteith equation to make a one-step estimate
of crop water requirements in preference to the FAO recommendation. Reluctance
to using a Penman-Monteith based estimate results
from two outstanding issues, both of which are addressed. First, no method has hitherto
been defined to handle the problem that routine climate measurements are
commonly available only at 2 m above the ground while, when using the Penman-Monteith equation, they are required at some level above
the evaporating crop. To resolve this, a blending height is defined in the
atmospheric boundary layer where meteorological conditions are independent of
underlying crops. Expressions are derived to calculate the aerodynamic
resistances to, and the vapor pressure deficit at this blending height from
climate variables at 2 m. Consequently, 2 m climate data can now be used in the
Penman-Monteith equation, either to estimate
transpiration from surface resistance or to calculate surface resistance from measured
transpiration. Second, no table of effective values currently exists for the
surface resistance of different crops equivalent to that for the crop
coefficient. This talk calls for field studies to address this need. However,
recognizing the need for an interim source of crop-specific surface
resistances, a methodology is given for translating the crop coefficient into
equivalent surface resistance. To make this translation, it is necessary to
specify the relationship between the radiative and
aerodynamic energy inputs to evapotranspiration when
the crop coefficients were field calibrated. Insight from coupled
surface-atmosphere modeling studies is used to define this relationship. Finally,
a Penman-Monteith-based, one-step estimation equation
is derived which makes proper allowance for the different aerodynamic
characteristics of crops in all conditions of atmospheric aridity, and which
estimates crop evaporation for any crop of specified height from existing crop
coefficients using standard 2 m climate data.