Agricultural Drought Indices - US Department of Agriculture
Agricultural Drought Indices - US Department of Agriculture
Agricultural Drought Indices - US Department of Agriculture
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The second index is extracted from the SAFRAN ISBA MODCOU hydrometeorological model, which is<br />
now used to provide consistent computation <strong>of</strong> variables within the hydrological cycle. The SIM<br />
hydrometeorological model (Figure 5) consists <strong>of</strong> three independent modules: the SAFRAN<br />
atmospherical analysis, the ISBA land surface model, and the MODCOU hydrogeological model. It<br />
deals with state-<strong>of</strong>-the-art hydrological modelling with a spatial resolution <strong>of</strong> 8 km. This<br />
hydrometeorological suite is described in Habets et al. (2008), Noilhan and Mahfouf (1996), and<br />
Quintana-Seguí et al. (2008).<br />
Figure 5. The SIM hydrometeorological model run by Météo-France consists <strong>of</strong> three independent<br />
modules: the SAFRAN atmospherical analysis, the ISBA land surface model, and the MODCOU<br />
hydrological model.<br />
The first model, SAFRAN, is an atmospheric analysis system that combines ground observations<br />
with large-scale fields from a global reanalysis for producing gridded outputs <strong>of</strong> several variables<br />
with an 8-km resolution at an hourly time scale. These variables are used to force the ISBA land<br />
surface scheme, which computes water and energy budgets at the soil-vegetation-atmosphere<br />
interface. One output particularly relevant to this study is the Soil Wetness Index. The drainage<br />
and run<strong>of</strong>f outputs are then used by the MODCOU hydrogeological model to compute river flows at<br />
more than 900 hydrometric stations in France. The SAFRAN model deals with meteorological<br />
drought and the ISBA model deals with agricultural drought. The key output <strong>of</strong> this model is the<br />
Soil Water Index, which is defined as a normalized soil water content index ranging from 0 (water<br />
content at wilting point) to 1 (water content at field capacity).<br />
w − w<br />
SWI =<br />
w − w<br />
fc<br />
wilt<br />
wilt<br />
Where<br />
w = water content<br />
wwilt = wilting point<br />
wfc = field capacity<br />
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