Water Resources Research · 2011 · 61 citations · 37 references
Natural ResourcesEarth SciencesHydrologyCatchment HydrologyHydrologic ModelingWatershed HydrologyCatchment ResponseHydrological ModelingRainfall-runoff AnalysisRainfall-runoff ModelingRainfall-runoff ProcessesRainfall-runoff RelationshipsCatchment ClassificationHydrological Parameter EstimationLand Use Change Hydrologic EffectsLand Use Impact PredictionMoisturePrecipitation-runoff ModelingRunoff ModelingSurface Runoff Modeling
A novel method is presented for conditioning rainfall‐runoff models for ungauged catchment and land use impact applications. The method conditions the model on information from multiple regionalized response indices using a formal Bayesian approach. Two indices that hold information about soil type and land use effects are the base flow index from the Hydrology of Soil Type (HOST) classification and curve number from the U.S. Department of Agriculture's Soil Conservation Service soil and land use classification. These indices are used to constrain a five‐parameter probability distributed moisture model for subcatchments of the Wye (grazed grassland) and Severn (mainly afforested) catchments in the United Kingdom. The base flow index and curve number constrain only two of the five model parameters, indicating that ideally, other sources of information would be sought. Nevertheless, the procedure significantly reduces the prior uncertainty in runoff prediction and gives predictions close to those of the calibrated models. For the case study, the introduction of the curve number in addition to the base flow index has only a small effect on model performance and uncertainty; however, it allows a distinction between the effects of soil type and land management for the purpose of scenario analysis. The principal assumptions used in the method are the applicability of the curve number classification system and its mapping to UK soil types and the likelihood function used for Bayesian conditioning.
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How far can we go in distributed hydrological modelling?
K. Beven · Hydrology and earth system sciences · 2001 · 710 citations · Full text