Land surface schemes are used in climate and weather forecasting models at
various resolutions requiring the use of effective or aggregated parameters
to adequately represent each grid square. In this study we investigate the
rules for aggregating the surface parameters for the Canadian Land Surface
Scheme (CLASS). The method consists of running a one-dimensional version o
f CLASS over a period of 105 days in summer using meteorological data obser
ved at an agricultural site near Quebec City. The aggregation of parameters
is tested by successively running the model with two homogeneous values (u
sually a small one and a large one) of a chosen parameter and then with a m
ean or aggregated value of that parameter; the results of the latter run ar
e then compared with the area-averaged results of the two homogeneous runs.
Vegetation coverage, rooting depth, soil texture and roughness lengths are
the input parameters thus tested. Heterogeneity of soil moisture content d
ue to uneven distribution of precipitation is also discussed. The results i
ndicate that the sub-areas of CLASS must have their own soil variables, tha
t roots must occcupy full soil layers and not part of a layer and that the
aggregating rule for the roughness lengths (z(o) for momentum and z(ot) for
heat and moisture) should be changed from the current logarithmic averages
to the blending height method for z(o) and to a new formula involving both
roughness lengths for z(ot).(.) The surface-layer scheme in CLASS was foun
d inadequate and replaced. Results for soil texture aggregation are not as
clear; it seems difficult to obtain simultaneously a good averaging of atmo
spheric energy fluxes and a good averaging of soil moisture contents, runof
f and drainage. Horizontal variability of soil moisture due to uneven distr
ibution of rainfall generates an overestimate of evapotranspiration and an
underestimate of runoff in an aggregated model lacking this effect. Prelimi
nary results indicate that, in order to effectively parametrize this effect
in CLASS, both surface pending capacity and ground infiltration rate must
be reduced over the grid square when convective precipitation occurs.