30.01.2013 Views

ALPMON FINAL REPORT - ARC systems research

ALPMON FINAL REPORT - ARC systems research

ALPMON FINAL REPORT - ARC systems research

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

Contract ENV4-CT96-0359 <strong>ALPMON</strong><br />

framework of a hydrological modelling project because of economic and time constraints. For this<br />

application, therefore, following procedure was applied to derive the soil type information. As the basis<br />

for the estimation of soil-types, the soil-type map of Styria 1:1.000.000 (Krainer et al., 1998), the<br />

geological map of Styria 1:50.000 in digital format, and point-wise available soil analysis data (Krainer<br />

et al., 1998) were used. The result is an “estimated soil type distribution” of the catchment area, with<br />

the 1:50.000 scale of the geological map and the soil type information of the 1:1.000.000 scale soil type<br />

map. The so derived parameters can only give a rough estimate of the actual soil parameters.<br />

However, major improvements on the soil type distribution information, e.g. detailed delineation of<br />

valley bottoms, alluvial cones etc. result from this procedure.<br />

The applied TOPMODEL approach is based on the saturated area approach using the topographic<br />

index after Beven and Kirkby (1979). This statistically based model differs from earlier soil-vegetation<br />

process models by including spatial variations in the main driving processes and uses topographic<br />

HRU’s to calculate lateral soil water transport. The recession parameter m was determined by slope<br />

hydrograph analysis. The main parameter of the TOPMODEL approach, the soil-topographical index,<br />

has been derived from the DEM. According to the saturated area theory, a higher index indicates a<br />

higher chance to contribute to the direct runoff. Thus, the areas with the highest indices simultaneously<br />

represent the river network.<br />

The first model output results for the Sulm gauge in Leibnitz are displayed in Figure 5 for the time<br />

period from April until September 1999. Figure 5 shows the measured and simulated hourly runoff of<br />

the basin Sulm.<br />

Figure 5: Measured and simulated runoff for the basin Sulm from April to September 1999.<br />

For the period April to September 1999 the Nash-Sutcliffe coefficient was determined (Nash &<br />

Sutcliffe, 1970). The calculated “Explained Variance Coefficient” of 0.7 indicates a fair representation<br />

of the hydrology of the Sulm catchment.<br />

2.3.2.7 Conclusion<br />

Distributed models such as ASGI require land cover data for parameterisation. The use of earth<br />

observation data can be seen as an important pre-requisite for such models, as the spatial data<br />

demand for large area applications could hardly be satisfied without earth observation derived data<br />

sets (compare e.g. cost-estimates for land-cover mapping given by Konecny, 1995) . This leads to the<br />

conclusion that earth observation data support the application of distributed models, thus extending the<br />

toolbox of hydrologists.<br />

2.3.3 Avalanche Risk Assessment, Dachstein Test Site (JR)<br />

2.3.3.1 Introduction and Objectives<br />

Increasing public and private construction activities have led to increased pressure on the valleys of the<br />

Alps. In order to prohibit uncontrolled building activities in torrent and avalanche danger zones, hazard<br />

JR, RSDE, ALU, LMU, Seibersdorf, WSL 37

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!