TY - GEN
T1 - Improved floodplain vegetation roughness for 1D hydraulic models
AU - Crosato, A.
AU - Zulfan, J.
AU - Vargas-Luna, A.
N1 - Publisher Copyright:
© 2020 Taylor & Francis Group, London
PY - 2020
Y1 - 2020
N2 - 1D hydraulic models are largely used to simulate the propagation of flood waves and for flood mapping along river systems. The most common approach to account for the hydraulic effects of vegetated floodplains consists of imposing higher roughness coefficients. However, the flow resistance of vegetation is governed by plant submergence, which is water-depth dependent and varies with the discharge, and thus with time. An improved method properly incorporating floodplain vegetation roughness in 1D models is presented here. The Manning coefficient is derived from a simplification of Baptist’s formula assuming horizontal floodplains, i.e., with the same water depth everywhere. Considering the dependency of vegetation roughness on local water depth (in case of variable flow conditions), a predictor-corrector approach of the derived formula is proposed to be applied at every computational time-step. If different types of vegetation are present, the roughness coefficient, one for each floodplain, is derived as a weighted average. The method is tested on a recently restored stream located in the Netherlands, the Lunterse Beek, using the HEC-RAS code. The results support the implementation of the proposed method, but validation is needed for river floodplains with non-uniform vegetation cover.
AB - 1D hydraulic models are largely used to simulate the propagation of flood waves and for flood mapping along river systems. The most common approach to account for the hydraulic effects of vegetated floodplains consists of imposing higher roughness coefficients. However, the flow resistance of vegetation is governed by plant submergence, which is water-depth dependent and varies with the discharge, and thus with time. An improved method properly incorporating floodplain vegetation roughness in 1D models is presented here. The Manning coefficient is derived from a simplification of Baptist’s formula assuming horizontal floodplains, i.e., with the same water depth everywhere. Considering the dependency of vegetation roughness on local water depth (in case of variable flow conditions), a predictor-corrector approach of the derived formula is proposed to be applied at every computational time-step. If different types of vegetation are present, the roughness coefficient, one for each floodplain, is derived as a weighted average. The method is tested on a recently restored stream located in the Netherlands, the Lunterse Beek, using the HEC-RAS code. The results support the implementation of the proposed method, but validation is needed for river floodplains with non-uniform vegetation cover.
UR - http://www.scopus.com/inward/record.url?scp=85117390241&partnerID=8YFLogxK
U2 - 10.1201/b22619-159
DO - 10.1201/b22619-159
M3 - Conference contribution
AN - SCOPUS:85117390241
T3 - River Flow 2020 - Proceedings of the 10th Conference on Fluvial Hydraulics
SP - 1139
EP - 1147
BT - River Flow 2020 - Proceedings of the 10th Conference on Fluvial Hydraulics
A2 - Uijttewaal, Wim
A2 - Franca, Mario J.
A2 - Valero, Daniel
A2 - Chavarrias, Victor
A2 - Arbos, Claudia Ylla
A2 - Schielen, Ralph
A2 - Schielen, Ralph
A2 - Crosato, Alessandra
PB - CRC Press/Balkema
T2 - 10th Conference on Fluvial Hydraulics, River Flow 2020
Y2 - 7 July 2020 through 10 July 2020
ER -