JOURNAL ARTICLE

Spatially distributed calibration of a hydrological model with variational optimization constrained by physiographic maps for flash flood forecasting in France

Abstract

Abstract. This contribution presents a regionalization approach to estimate spatially distributed hydrologic parameters based on: (i) the SMASH (Spatially distributed Modelling and ASsimilation for Hydrology) hydrological modeling and assimilation platform (Jay-Allemand, 2020; Jay-Allemand et al., 2020) underlying the French national flash flood forecasting system Vigicrues Flash (Javelle et al., 2019); (ii) the variational assimilation algorithm from (Jay-Allemand et al., 2020), adapted to high dimensional inverse problems; (iii) spatial constraints added to the optimization problem, based on masks derived from physiographic maps (e.g., land cover, terrain slope); (iv) multi-site global optimization, which targets multiple independent watersheds. This method gives a regional estimation of the spatially distributed parameters over the whole modeled area. This study uses a distributed rainfall-runoff model with 4 parameters to calibrate, with a spatial resolution of 1×1 km2 and a 15 min time step. Performances of the calibrated hydrological model and the parameters robustness are evaluated on two French study areas with 20 catchments in each, in spatio-temporal extrapolation based on cross-validation experiments over a 12-year period. Several spatial regularization strategies are tested to better constrain the high dimensional optimization problem. The model parameters are calibrated based on the Nash-Sutcliffe Efficiency (NSE) computed for multiple calibration basins in the study area. Results are discussed based on the Nash-Sutcliffe Efficiency and the Kling-Gupta Efficiency criteria obtained on calibration and validation catchments for two subperiods of 6 years. Further work aims to improve the global search of prior parameter sets and to better balance the adjoint sensitivity with respect to the spatial constraints resolution and catchment characteristics. This will ensure a better consistency of simulated fluxes variabilities and enhance the applicability of the regionalization method at higher spatial scales and over larger domains.

Keywords:
Flash flood Calibration Flood myth Computer science Flash (photography) Hydrology (agriculture) Environmental science Operations research Geography Geology Mathematics Statistics Archaeology Geotechnical engineering

Metrics

5
Cited By
1.98
FWCI (Field Weighted Citation Impact)
18
Refs
0.75
Citation Normalized Percentile
Is in top 1%
Is in top 10%

Citation History

Topics

Hydrology and Watershed Management Studies
Physical Sciences →  Environmental Science →  Water Science and Technology
Flood Risk Assessment and Management
Physical Sciences →  Environmental Science →  Global and Planetary Change
Precipitation Measurement and Analysis
Physical Sciences →  Earth and Planetary Sciences →  Atmospheric Science

Related Documents

JOURNAL ARTICLE

A spatially distributed flash flood forecasting model

Günter BlöschlChristian ReszlerJürgen Komma

Journal:   Environmental Modelling & Software Year: 2007 Vol: 23 (4)Pages: 464-478
JOURNAL ARTICLE

Probabilistic calibration of a distributed hydrological model for flood forecasting

Luis MedieroLuís GarroteFrancisco Martín‐Carrasco

Journal:   Hydrological Sciences Journal Year: 2011 Vol: 56 (7)Pages: 1129-1149
JOURNAL ARTICLE

CALIBRATION CONSIDERING FLOOD FORECASTING APTITUDES FOR HYDROLOGICAL PARAMETERS OF A DISTRIBUTED RUNOFF MODEL

Mamoru MiyamotoKazuhiro MatsumotoMorimasa TSUDAYuzuru YamakageYoichi IwamiHitoshi YanamiHirokazu Anai

Journal:   Journal of Japan Society of Civil Engineers Ser B1 (Hydraulic Engineering) Year: 2016 Vol: 72 (4)Pages: I_175-I_180
JOURNAL ARTICLE

Large-watershed flood forecasting with high-resolution distributed hydrological model

Yangbo ChenJi LiHuanyu WangJianming QinLiming Dong

Journal:   Hydrology and earth system sciences Year: 2017 Vol: 21 (2)Pages: 735-749
© 2026 ScienceGate Book Chapters — All rights reserved.