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Gi4DM Torino 2010 
FLOODING AREAS OF OFANTO RIVER 
USING ADVANCED TOPOGRAPHIC AND HYDRAULIC APPROACHES 
L. Romano a, b * 
ABSTRACT: 
Apulia Basin Authority (AdBP) is actually carrying out an advanced and complex study for evaluating flooding areas 
of downstream reach of Ofanto, one of the most important river in Southern Italy. The performed analysis is strictly 
related to a reliable definition of the hydraulic risk map in order to plan efficient hazard management actions. Due 
to the geo-morphological characteristics of the selected river branch – that presents a length of about 36 km from 
the Roman bridge, close to Canosa city, to the sea outfall –- this activity represents an interesting case study for 
the contextual use of modern technologies in topographic data management and hydraulic computation. The 
geometrical model used for the hydraulic simulation was created using input data coming from airborne laser 
scanning (LIDAR), which generates 1 m cell-size Digital Surface Model (DSM) and Digital Terrain Model (DTM), that 
were integrated with high-resolution digital orthophotos. The hydraulic simulation was developed adopting a mixed 
1D/2D scheme, where one-dimensional model within the levees and two-dimensional model outside were used. 
Simplified model for estimating friction factor distribution within the floodplain area was adopted, too. 
U. Fratino a, b A. R. Di Santo a, b 
RESUMEN: 
La Autoridad de Bacino de la Puglia está realizando un tema avanzado y complejo para establecer las áreas inundables de la 
parte terminal del rio Ofanto, uno de los rios más importantes del sur de Italia. El estudio desarollado está estrechamente ligado 
al mapeo real del riesgo hidráulico para planificar una actividad eficiente de gestión del riesgo. Examinadas las peculiaridades 
geològicas-morfológicas de la parte terminal del rio – con una longitud aproximada de 36 km desde el puente Romano, cerca de 
la ciudad de Canosa, hasta la desembocadura – dicha actividad representa un interesante motivo para utilizar modernas tecnologías 
sobre la gestión del elemento topográfico y sobre la utilización de códigos de cálculo hidráulico. El modelo geométrico utilizado 
para la simulacióne hidráulica está hecho empleando elementos de entrada obtenidos por el procedimiento airborne laser scanning 
(LIDAR), que permite generar modelos digitales del terreno y modelos digitales de superficie con celdas de 1 m de lado, 
integrados con ortofoto de alta resolución. La simulación hidráulica ha sido desarollada utilizando una esquematización mixta 1D/2D, 
con modelado monodimensional en el interior de los espigones y modelado bidimensional en el exterior. Se ha adoptado además 
un modelo simplificado para la estimación del factor de rugosidad en la llanuras aluviales. 
─ Ofanto river watershed 
─ AdBP boundary 
─ District boundary 
─ Ofanto river 
2276 m 
0 m 
BA 
Tyrrhenian sea 
PZ 
LE 
TA 
FG 
Ionian sea 
BR 
AV 
Adriatic sea 
The Ofanto river is one of the most important in Southern Italy (Figure 1). The river presents a semi-perennial regime, with a monthly average discharge value less 
than 15 m3/s. Even if water discharges near to zero are frequently observed during the dry season, large peak flows may occur. The investigated area is about 200 
km2 and is strictly connected to the downstream reach of the Ofanto river - which has a length of about 36 km from the Roman bridge to the sea outfall – 
covering lands of five cities, in which a complex agricultural and infrastructural system has determined, in the last decades, a considerable alteration of the original 
territorial settings. Indeed, the low valley of the Ofanto river was interested since the 19th century by several fluvial works for land reclamation and, during the 
eighties, soil levees and concrete bank protections have been realized along the lower reach of the river. 
Mixed 1D/2D scheme 
The hydraulic model has been set up to represent the flow dynamics inside the banks and through the 
bridges, the junction of the Tittadegna channel, as well as the flood on surrounding areas, taking into 
account the interference with the road embankments and the presence of the reclamation channels. Due to 
the complexity of the river hydraulics and for computational optimization, the hydrodynamic simulation has 
been developed using a mixed 1D/2D scheme (Figure 2): one-dimensional solution was adopted inside the 
banks, whereas a two-dimensional scheme was used outside for correctly evaluating water flow paths on 
the overland area. The used calculation tool is the TUFLOW [Syme , 2001a]. 
Figure 2. Mixed 1d/2d scheme on Lidar DTM 
Topographic information 
In order to perform a correct detailed analysis, the Apulia Basin Authority acquired an airborne LIDAR survey (1 meter cell-size DTM and DSM). A specific field 
survey was necessary for the openings in the embankments, that were easily recognized in the investigation area by high-resolution DTM and digital orthophotos. 
These openings were schematized as one-dimensional elements, opportunely linked to two-dimensional domain. 
Roughness evaluation 
About the subject, a fundamental issue is related to the roughness determination, playing this parameter a 
key rule for hydrodynamics simulation. Due to the impracticability of field measurements for cost and time 
savings and being in absence of calibration data, a scientifically based methodology, that uses LIDAR data 
for mapping roughness, was applied [Smith , 2004]. Because airborne laser scanning is able to penetrate a 
forest canopy, local vegetation data (Figures 3) can be estimated by means of the Canopy Height Model 
(CHM) (Figure 4) [Zhao , 2007]. The Chezy roughness coefficient was estimated using the following equation 
[Baptist, 2005]: 
Figure 4. CHM obtained by subtracting DTM from DSM 
h 
g 
= − − (1) 
C ln 
b ( ) d v v v 
r k 
H 
C 2 
g C D H 
1 
2 1 + 
+ 
Figure 7. Vector and raster representation of flooding simulation on Lidar DTM 
levees 
levees 
bank protections 
Figure 1. Geographical setting of Ofanto river watershed 
bank protections 
(a) Apulia Basin Authority 
c/o InnovaPuglia SpA 
Str. Provinciale per Casamassima, Km 3 
70010 Valenzano (BA) – ITALY 
tel 080 4670226, fax 080 4670376 
e-mail: lia.romano@adb.puglia.it 
N 
2790 km2 
170 km 
(a) 
(b) 
(c) 
(d) 
(e) 
Figure 4. CHM maps for vegetation analysis on (a) olive trees, (b) vineyard, (c) arable, (d) orchard, (e) trees and shrubs 
Cr = Chezy coefficient for bare soil plus vegetation 
Cb = Chezy coefficient for the bare soil 
g = acceleration of gravity 
Cd = drag coefficient 
Dv = vegetation density 
Hv = vegetation height 
k = Von Karman constant h = water depth 
By means of the equation (1) for the different land use classes, a friction factor value was assigned to any cell of the computational domain, as a function of the 
depth water (Figure 5). In detail, high roughness values are inside the levees due to the presence of orchards and high and dense shrubs adjacent to the stream, 
while the vineyards located in the surrounding areas are characterized by roughness coefficient – as expressed by Manning index, n - that increases when the water 
depth increases, until the water level reaches the top of the crop height, where the leaf density is greatest. 
The unsteady flow simulation has been carried out using flood hydrographs corresponding to 30, 200 and 
500 years return times (Figure 6) as defined by means of HEC-HMS [Maione, 1995; US Army Corps of 
Engineers, 2001], whereas the rainfall data has been estimated according to the VAPI procedure proposed 
by GNDCI – CNR, that determines the rainfall-depth-duration curves using a two component extreme value 
probability distribution (TCEV) [Copertino, 1994]. 
The simulation results (Figures 7 and 8) show as the fluvial works are not adequate for containing peak 
flows characterized by return time equal or greater than 30 years. Moreover, the presence of un-authorized 
orchards insides the levees, increasing vegetation roughness, determines a strong reduction of the river flow 
capacity. In general, while on the hydraulic right the flood water generally remains confined by the natural 
lands slope of fluvial terrace, the relevant overflows occur on hydraulic left with propagation toward the 
downstream valley, involving large agricultural and urban areas and important transport infrastructures, with 
water depth even higher than 1 meter and flow velocity greater than 2 m/s. 
The model set up properly reproduces the dynamic of the flooding - this is the propagation of the peak 
flow inside the banks and the inundation of surrounding area induced by stream overflow - thanks to the 
detailed topographic data, a suitable hydraulic 1D/2D scheme and an innovative model for estimating 
roughness distribution. The proposed approach allows to obtain strategic information useful for correctly 
defining an hydraulic risk map and evaluating efficient hazard management actions. 
2500 
2000 
1500 
1000 
500 
0 
0.00 24.00 48.00 72.00 96.00 120.00 
time [h] 
discarge rate [m^3/s] 
30 years 200 years 500 years return time 
FLOODING SIMULATION HYDRAULIC MODEL INTRODUCTION 
Figure 5. Roughness map 
Figure 6. Flood hydrographs of Ofanto river 
CONCLUSION 
Figure 8. Flood-prone area of downstream reach of Ofanto river 
(b) Dept. Water Engineering & Chemistry 
Technical University of Bari 
c/o Campus Universitario “E. Quagliariello” 
Via E. Orabona, 4 
70125 Bari – ITALY 
tel 080 5963321, fax 080 5963414 
e-mail: u.fratino@poliba.it

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Flooding areas of Ofanto river using advanced topographic and hydraulic approaches

  • 1. Gi4DM Torino 2010 FLOODING AREAS OF OFANTO RIVER USING ADVANCED TOPOGRAPHIC AND HYDRAULIC APPROACHES L. Romano a, b * ABSTRACT: Apulia Basin Authority (AdBP) is actually carrying out an advanced and complex study for evaluating flooding areas of downstream reach of Ofanto, one of the most important river in Southern Italy. The performed analysis is strictly related to a reliable definition of the hydraulic risk map in order to plan efficient hazard management actions. Due to the geo-morphological characteristics of the selected river branch – that presents a length of about 36 km from the Roman bridge, close to Canosa city, to the sea outfall –- this activity represents an interesting case study for the contextual use of modern technologies in topographic data management and hydraulic computation. The geometrical model used for the hydraulic simulation was created using input data coming from airborne laser scanning (LIDAR), which generates 1 m cell-size Digital Surface Model (DSM) and Digital Terrain Model (DTM), that were integrated with high-resolution digital orthophotos. The hydraulic simulation was developed adopting a mixed 1D/2D scheme, where one-dimensional model within the levees and two-dimensional model outside were used. Simplified model for estimating friction factor distribution within the floodplain area was adopted, too. U. Fratino a, b A. R. Di Santo a, b RESUMEN: La Autoridad de Bacino de la Puglia está realizando un tema avanzado y complejo para establecer las áreas inundables de la parte terminal del rio Ofanto, uno de los rios más importantes del sur de Italia. El estudio desarollado está estrechamente ligado al mapeo real del riesgo hidráulico para planificar una actividad eficiente de gestión del riesgo. Examinadas las peculiaridades geològicas-morfológicas de la parte terminal del rio – con una longitud aproximada de 36 km desde el puente Romano, cerca de la ciudad de Canosa, hasta la desembocadura – dicha actividad representa un interesante motivo para utilizar modernas tecnologías sobre la gestión del elemento topográfico y sobre la utilización de códigos de cálculo hidráulico. El modelo geométrico utilizado para la simulacióne hidráulica está hecho empleando elementos de entrada obtenidos por el procedimiento airborne laser scanning (LIDAR), que permite generar modelos digitales del terreno y modelos digitales de superficie con celdas de 1 m de lado, integrados con ortofoto de alta resolución. La simulación hidráulica ha sido desarollada utilizando una esquematización mixta 1D/2D, con modelado monodimensional en el interior de los espigones y modelado bidimensional en el exterior. Se ha adoptado además un modelo simplificado para la estimación del factor de rugosidad en la llanuras aluviales. ─ Ofanto river watershed ─ AdBP boundary ─ District boundary ─ Ofanto river 2276 m 0 m BA Tyrrhenian sea PZ LE TA FG Ionian sea BR AV Adriatic sea The Ofanto river is one of the most important in Southern Italy (Figure 1). The river presents a semi-perennial regime, with a monthly average discharge value less than 15 m3/s. Even if water discharges near to zero are frequently observed during the dry season, large peak flows may occur. The investigated area is about 200 km2 and is strictly connected to the downstream reach of the Ofanto river - which has a length of about 36 km from the Roman bridge to the sea outfall – covering lands of five cities, in which a complex agricultural and infrastructural system has determined, in the last decades, a considerable alteration of the original territorial settings. Indeed, the low valley of the Ofanto river was interested since the 19th century by several fluvial works for land reclamation and, during the eighties, soil levees and concrete bank protections have been realized along the lower reach of the river. Mixed 1D/2D scheme The hydraulic model has been set up to represent the flow dynamics inside the banks and through the bridges, the junction of the Tittadegna channel, as well as the flood on surrounding areas, taking into account the interference with the road embankments and the presence of the reclamation channels. Due to the complexity of the river hydraulics and for computational optimization, the hydrodynamic simulation has been developed using a mixed 1D/2D scheme (Figure 2): one-dimensional solution was adopted inside the banks, whereas a two-dimensional scheme was used outside for correctly evaluating water flow paths on the overland area. The used calculation tool is the TUFLOW [Syme , 2001a]. Figure 2. Mixed 1d/2d scheme on Lidar DTM Topographic information In order to perform a correct detailed analysis, the Apulia Basin Authority acquired an airborne LIDAR survey (1 meter cell-size DTM and DSM). A specific field survey was necessary for the openings in the embankments, that were easily recognized in the investigation area by high-resolution DTM and digital orthophotos. These openings were schematized as one-dimensional elements, opportunely linked to two-dimensional domain. Roughness evaluation About the subject, a fundamental issue is related to the roughness determination, playing this parameter a key rule for hydrodynamics simulation. Due to the impracticability of field measurements for cost and time savings and being in absence of calibration data, a scientifically based methodology, that uses LIDAR data for mapping roughness, was applied [Smith , 2004]. Because airborne laser scanning is able to penetrate a forest canopy, local vegetation data (Figures 3) can be estimated by means of the Canopy Height Model (CHM) (Figure 4) [Zhao , 2007]. The Chezy roughness coefficient was estimated using the following equation [Baptist, 2005]: Figure 4. CHM obtained by subtracting DTM from DSM h g = − − (1) C ln b ( ) d v v v r k H C 2 g C D H 1 2 1 + + Figure 7. Vector and raster representation of flooding simulation on Lidar DTM levees levees bank protections Figure 1. Geographical setting of Ofanto river watershed bank protections (a) Apulia Basin Authority c/o InnovaPuglia SpA Str. Provinciale per Casamassima, Km 3 70010 Valenzano (BA) – ITALY tel 080 4670226, fax 080 4670376 e-mail: lia.romano@adb.puglia.it N 2790 km2 170 km (a) (b) (c) (d) (e) Figure 4. CHM maps for vegetation analysis on (a) olive trees, (b) vineyard, (c) arable, (d) orchard, (e) trees and shrubs Cr = Chezy coefficient for bare soil plus vegetation Cb = Chezy coefficient for the bare soil g = acceleration of gravity Cd = drag coefficient Dv = vegetation density Hv = vegetation height k = Von Karman constant h = water depth By means of the equation (1) for the different land use classes, a friction factor value was assigned to any cell of the computational domain, as a function of the depth water (Figure 5). In detail, high roughness values are inside the levees due to the presence of orchards and high and dense shrubs adjacent to the stream, while the vineyards located in the surrounding areas are characterized by roughness coefficient – as expressed by Manning index, n - that increases when the water depth increases, until the water level reaches the top of the crop height, where the leaf density is greatest. The unsteady flow simulation has been carried out using flood hydrographs corresponding to 30, 200 and 500 years return times (Figure 6) as defined by means of HEC-HMS [Maione, 1995; US Army Corps of Engineers, 2001], whereas the rainfall data has been estimated according to the VAPI procedure proposed by GNDCI – CNR, that determines the rainfall-depth-duration curves using a two component extreme value probability distribution (TCEV) [Copertino, 1994]. The simulation results (Figures 7 and 8) show as the fluvial works are not adequate for containing peak flows characterized by return time equal or greater than 30 years. Moreover, the presence of un-authorized orchards insides the levees, increasing vegetation roughness, determines a strong reduction of the river flow capacity. In general, while on the hydraulic right the flood water generally remains confined by the natural lands slope of fluvial terrace, the relevant overflows occur on hydraulic left with propagation toward the downstream valley, involving large agricultural and urban areas and important transport infrastructures, with water depth even higher than 1 meter and flow velocity greater than 2 m/s. The model set up properly reproduces the dynamic of the flooding - this is the propagation of the peak flow inside the banks and the inundation of surrounding area induced by stream overflow - thanks to the detailed topographic data, a suitable hydraulic 1D/2D scheme and an innovative model for estimating roughness distribution. The proposed approach allows to obtain strategic information useful for correctly defining an hydraulic risk map and evaluating efficient hazard management actions. 2500 2000 1500 1000 500 0 0.00 24.00 48.00 72.00 96.00 120.00 time [h] discarge rate [m^3/s] 30 years 200 years 500 years return time FLOODING SIMULATION HYDRAULIC MODEL INTRODUCTION Figure 5. Roughness map Figure 6. Flood hydrographs of Ofanto river CONCLUSION Figure 8. Flood-prone area of downstream reach of Ofanto river (b) Dept. Water Engineering & Chemistry Technical University of Bari c/o Campus Universitario “E. Quagliariello” Via E. Orabona, 4 70125 Bari – ITALY tel 080 5963321, fax 080 5963414 e-mail: u.fratino@poliba.it