poster - International Conference of Agricultural Engineering
poster - International Conference of Agricultural Engineering poster - International Conference of Agricultural Engineering
In this approach, called asymptotic fitting method (AFM), the CN of the watershed is defined in standard and violent cases as the constant CN value at higher rainfalls (CN ∞ ). If a clear CN ∞ is not identified, an asymptotic equation suggested by Hawkins et al. 2009 allows to determinate CN ∞ . AFM uses all events, but of course the results are mostly influenced by the largest event, which is in keeping with the usual intended applications of the method. For this reason this procedure is now suggested in literature for the determination of watershed CN from rainfallrunoff data, CN emp (Van Mullem et al. 2002; Hawkins et al. 2009). As already mentioned, in ungaged sites, watershed CN is obtained by the handbook tables developed by SCS-NRCS according to the hydrologic soil-cover complexes (USDA NRCS 2004, 2009), as area-weighted-average CN w . 2.2 Study area The mountain ranges of Sicily (Fig. 1), the largest island of Italy and of the Mediterranean Sea with its 25,700 km 2 , split up the island into three versants: the first one in the north, the second one in the south and the last one in the oriental part. Sicilian territory is 62% hilly, principally in the inland areas of the island, 24% mountainous, mainly in the north and 14% plains in the coastal areas. The 1,636,690 ha of agricultural land is mainly made up of: sown land (50%), olive groves (15%), orchards (10%, with prevalence of citrus orchards), vineyards (10%). The mean annual rainfall P m varies in the mountain ranges from 600 mm to 1,600 mm, while in the rest of island P m varies from 300 mm to 800 mm. The mean annual temperature T m is about 14-15 °C, with lower T m in the mountain ranges (8-13 °C) and higher T m in the costal areas (18-19 °C). Using P e T data from about 150 stations located all over the island, the Sicilian Agrometeorological Informative Service (SIAS) obtained the De Martonne’s aridity index (2002), which indicates a major presence of semi-arid and semi-humid areas rather than humid zones. According to the well-known Köppen climate classification, many authors (McKnight & Hess 2000; SIAS 2002; Peel et al. 2007) report that Sicily has a typical Mediterranean climate (Group C -Temperate/mesothermal climates), with hot and dry summers. 1 2 3 FIGURE 1: Location of 61 Sicilian watersheds studied and three Sicilian versants. 2.3 Data and previous studies D’Asaro & Grillone (2010, 2012) collected daily total runoff data Qt (mm), measured in 61 Sicilian streamflow gauging stations (Fig. 1, Table1), and the correspondent daily rainfall
data P (mm), gauged in 130 pluviographs placed inside the 61 watersheds published by Dipartimento dell’Acqua e dei Rifiuti of Sicilian Region in the observation period 1940-1997 (mean record length equal to 20 years). The authors evaluated the daily rainfall event P for each watershed using the Thiessen Polygon method, while the correspondent direct runoff event Q i (mm) at day i was calculated as Q i = Qt i – Qb i (5) where Qt i is total runoff at day i (mm, obtained dividing volumetric runoff by catchment area), Qb i is daily baseflow at the day i (mm), evaluated by means of a single-parameter digital filter: Qbi 1 Qbi 1min Qt i;Qti4 (6) where Qb i-1 is the baseflow at day i-1, Qt i-4 is the total runoff at day i-4 and (1-) is the recession constant equal to 0.93 for South Italy (Manfreda et al. 1993). Digital filter expressed by (6) is different from the original filter proposed by Chapman and Maxwell (1996) because of the use of min(Qt i ;Qt i-4 ) instead of Q i . The latter assumption allows to avoid the unrealistic sharp peak of baseflow right under the measured hydrograph peak found in the Chapman digital filter (Tan et al. 2009). Once obtained rainfall-runoff P i ,Q i data as mentioned above, D’Asaro & Grillone (2010, 2012) evaluated CN emp at basin scale from rainfall-runoff multi-daily events (Mockus 1964), computing about 35,000 events, using AFM and NEH4M (Table 2). Results indicated that the NEH4M detects improbably high median CN values in a narrow range for each watershed (Table 2), caused by the process of computing CN for small events that biases the CN toward high values (Hawkins et al. 2009). This evidence shows how the NEH4M leads to an overall unlikely rainfall-runoff response of the Sicilian watersheds: most of P is transformed into Q, as if all basins were almost totally composed of impervious areas. This unrealistic result underlines that the NEH4M is not able to give a correct CN emp for Sicilian watersheds. The results obtained for the AFM indicated that 43 out of 61 basins (about 75%) of the studied watersheds have a standard behavior and 3 out of 61 (5%) have a violent response (Table 2). Thus, the runoff curve number method can be correctly used and CN emp can be defined in 80% of the Sicilian watersheds studied. Using tabulated CNs, Viola et al. (2011) estimated CN w in 36 out of 46 watersheds classified by D’Asaro & Grillone (2012) as basins where the curve number method can be correctly used, basing on land cover and hydrologic soil properties Sicilian maps. 3. Results The comparison between CN emp estimated using NEH4M (D’Asaro & Grillone, 2012) and CN w (estimated by handbook CN tables, Viola et al. 2011) shows that CN emp are in a narrow range (about 90) and there is no link with CN w (Fig. 2). On the contrary, comparison between CN emp estimated using AFM (D’Asaro & Grillone, 2012) with CN w shows (Fig. 2) that CN w values are generally higher than corresponding CN emp and their range is narrower than CN emp range. Thus, it is clear that CN w does not match CN emp in a semi-arid climate, such as Mediterranean area and in particular in Sicily, tending to overestimate watershed CN and thus runoff Q. Thus, in order to estimate the right CN L (lumped CN) in ungaged watersheds, it is preferable: 1. to estimate CN w using the tabulated CN 2. to “adjust” the CN w estimation using the following simple linear relationship: CNL 0.8064CNw 7.95 (7) obtained in this study for Sicilian watersheds (Fig.2). In this way the CN w is brought to a more reliable value, close to the CN emp estimated by means of AFM, nowadays considered the best way to evaluate the watershed CN (Woodward et al. 2010, D’Asaro & Grillone 2012).
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data P (mm), gauged in 130 pluviographs placed inside the 61 watersheds published by<br />
Dipartimento dell’Acqua e dei Rifiuti <strong>of</strong> Sicilian Region in the observation period 1940-1997<br />
(mean record length equal to 20 years).<br />
The authors evaluated the daily rainfall event P for each watershed using the Thiessen<br />
Polygon method, while the correspondent direct run<strong>of</strong>f event Q i (mm) at day i was calculated<br />
as<br />
Q i = Qt i – Qb i (5)<br />
where Qt i is total run<strong>of</strong>f at day i (mm, obtained dividing volumetric run<strong>of</strong>f by catchment area),<br />
Qb i is daily baseflow at the day i (mm), evaluated by means <strong>of</strong> a single-parameter digital<br />
filter:<br />
Qbi 1 Qbi<br />
1min Qt i;Qti4<br />
(6)<br />
where Qb i-1 is the baseflow at day i-1, Qt i-4 is the total run<strong>of</strong>f at day i-4 and (1-) is the<br />
recession constant equal to 0.93 for South Italy (Manfreda et al. 1993).<br />
Digital filter expressed by (6) is different from the original filter proposed by Chapman and<br />
Maxwell (1996) because <strong>of</strong> the use <strong>of</strong> min(Qt i ;Qt i-4 ) instead <strong>of</strong> Q i . The latter assumption<br />
allows to avoid the unrealistic sharp peak <strong>of</strong> baseflow right under the measured hydrograph<br />
peak found in the Chapman digital filter (Tan et al. 2009).<br />
Once obtained rainfall-run<strong>of</strong>f P i ,Q i data as mentioned above, D’Asaro & Grillone (2010, 2012)<br />
evaluated CN emp at basin scale from rainfall-run<strong>of</strong>f multi-daily events (Mockus 1964),<br />
computing about 35,000 events, using AFM and NEH4M (Table 2).<br />
Results indicated that the NEH4M detects improbably high median CN values in a narrow<br />
range for each watershed (Table 2), caused by the process <strong>of</strong> computing CN for small events<br />
that biases the CN toward high values (Hawkins et al. 2009).<br />
This evidence shows how the NEH4M leads to an overall unlikely rainfall-run<strong>of</strong>f response <strong>of</strong><br />
the Sicilian watersheds: most <strong>of</strong> P is transformed into Q, as if all basins were almost totally<br />
composed <strong>of</strong> impervious areas. This unrealistic result underlines that the NEH4M is not able<br />
to give a correct CN emp for Sicilian watersheds.<br />
The results obtained for the AFM indicated that 43 out <strong>of</strong> 61 basins (about 75%) <strong>of</strong> the<br />
studied watersheds have a standard behavior and 3 out <strong>of</strong> 61 (5%) have a violent response<br />
(Table 2). Thus, the run<strong>of</strong>f curve number method can be correctly used and CN emp can be<br />
defined in 80% <strong>of</strong> the Sicilian watersheds studied.<br />
Using tabulated CNs, Viola et al. (2011) estimated CN w in 36 out <strong>of</strong> 46 watersheds classified<br />
by D’Asaro & Grillone (2012) as basins where the curve number method can be correctly<br />
used, basing on land cover and hydrologic soil properties Sicilian maps.<br />
3. Results<br />
The comparison between CN emp estimated using NEH4M (D’Asaro & Grillone, 2012) and<br />
CN w (estimated by handbook CN tables, Viola et al. 2011) shows that CN emp are in a narrow<br />
range (about 90) and there is no link with CN w (Fig. 2).<br />
On the contrary, comparison between CN emp estimated using AFM (D’Asaro & Grillone,<br />
2012) with CN w shows (Fig. 2) that CN w values are generally higher than corresponding<br />
CN emp and their range is narrower than CN emp range.<br />
Thus, it is clear that CN w does not match CN emp in a semi-arid climate, such as<br />
Mediterranean area and in particular in Sicily, tending to overestimate watershed CN and<br />
thus run<strong>of</strong>f Q.<br />
Thus, in order to estimate the right CN L (lumped CN) in ungaged watersheds, it is preferable:<br />
1. to estimate CN w using the tabulated CN<br />
2. to “adjust” the CN w estimation using the following simple linear relationship:<br />
CNL<br />
0.8064CNw<br />
7.95<br />
(7)<br />
obtained in this study for Sicilian watersheds (Fig.2). In this way the CN w is brought to a more<br />
reliable value, close to the CN emp estimated by means <strong>of</strong> AFM, nowadays considered the<br />
best way to evaluate the watershed CN (Woodward et al. 2010, D’Asaro & Grillone 2012).