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Modellierung des Wasserhaushalts des Unteren und ... - Espace

Modellierung des Wasserhaushalts des Unteren und ... - Espace

Modellierung des Wasserhaushalts des Unteren und ... - Espace

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IAWG Ottobrunn Seite 42<br />

<strong>Modellierung</strong> <strong>des</strong> <strong>Wasserhaushalts</strong> <strong>des</strong> Mittleren <strong>und</strong> <strong>Unteren</strong> Maingebietes Oktober 2005<br />

10. Summary (english)<br />

The present report <strong>des</strong>cribes the calibration, validation and application of the model ASGi /<br />

WASIM to compute the water balance in the catchment area of the middle and lower Main.<br />

The investigation area is subdivided into a total of 42 sub basins with catchment areas be-<br />

tween 78 km² and 930 km².<br />

For those model components that are not to be calibrated, the default values of ASGi/WASIM<br />

were used. An exception to it arises by modifying the land use parameters. From our point of<br />

view the default values in this module are more adapted to alpine regions and not sufficent<br />

suitable for the area <strong>und</strong>er investigation.<br />

About one third of the area is influenced by karst formations. This complicates the modelling,<br />

because the mainly physically based <strong>des</strong>cription of the individual model compartments is not<br />

possible in karst formations. Therefore the module of the delayed base flow is introduced to<br />

<strong>des</strong>cribe the water seepage in a conceptual way.<br />

Calibrating the ten soil parameters of the model is carried out by comparisons of measured<br />

and simulated hydrographs for a total of 41 gauges. Because an exclusively manual calibra-<br />

tion can hardly be performed within the available time frame, two support tools are used for a<br />

more effective investigation of the optimal parameters. These are namely the supervised,<br />

systematic parameter variation as well as the parameter optimisation.<br />

The supervised parameter variation basically serves the definition of suitable start values and<br />

ranges for the following parameter optimisation. The optimisation procedure (SCE) has es-<br />

pecially been developed within the scope of hydrologic optimisation questions and is based<br />

on the so-called evolution strategy. The sum of linear and logarithmic Nash Sutcliff efficiency<br />

serves as the objective function of the optimisation procedure.<br />

The results of the calibration (chapter 5.2.2, figure 6) and validation (chapter 6.1.1, figure 7)<br />

show that the choosen parameter retrieval strategy is suitable for the calibration of the<br />

model: Thus 80% of the sub basins show Nash Sutcliff efficiencies higher than 0.7 and 57%<br />

of the areas show efficiencies over 0.8. With the validation there are 70% over 0.7 and 54%<br />

higher than 0.8. About 8000 model runs in total have been carried out to achieve these re-<br />

sults. From our point of view further improvements of the optimisation results can be ob-<br />

tained by additional investigation to define the objective function.

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