Rainfall-runoff models are widely used to predict flows using observed (instrumental) time series of air temperature and precipitation as inputs. Poor model performance is often associated with difficulties in estimating catchment-scale meteorological variables from point observations. Readily available gridded climate products are an underutilized source of temperature and precipitation time series for rainfall-runoff modelling, which may overcome some of the performance issues associated with poor-quality instrumental data in small headwater monitoring catchments.Here we compare the performance of instrumental measured and E-OBS gridded temperature and precipitation time series as inputs in the rainfall-runoff models "PERSiST" and "HBV" for flow prediction in six small Swedish catchments. For both models and most catchments, the gridded data produced statistically better simulations than did those obtained using instrumental measurements. Despite the high correspondence between instrumental and gridded temperature, both temperature and precipitation were responsible for the difference. We conclude that (a) gridded climate products such as the E-OBS dataset could be more widely used as alternative input to rainfall-runoff models, even when instrumental measurements are available, and (b) the processing applied to gridded climate products appears to provide a more realistic approximation of small catchment-scale temperature and precipitation patterns needed for flow simulations.Further research on this issue is needed and encouraged. Hydrological modelling is essential for understanding runoff generation and solute transport processes. Modelling is subject to various types of uncertainty due to errors in input and calibration data (e.g., measurement errors and representativeness in time and space), model structure errors (e.g., inadequate or incorrect representation of processes and simplifications), and model parameter errors (e.g., "effective" vs. "actual" values and representativeness) (Beven, 2006;Clark, Kavetski, & Fenicia, 2011;Engeland, Xu, & Gottschalk, 2005). These multiple sources of uncertainty are not easily separated, leading to complex error structures and challenging hydrological simulation.Whether the purpose of modelling is process understanding as part of hypothesis testing (Clark et al., 2011;Ruiz-Pérez et al., 2016) or political or industrial decision-making (Ledesma, Köhler, & Futter, 2012;Olsson & Andersson, 2007), modellers seek to reproduce natural processes as "realistically" as possible while maximizing model performance and minimizing uncertainty (Savenije, 2009). Thus, all modelling exercises attempt to reduce individual error sources as much as possible so as to constrain the overall uncertainty. Errors in model input data are one of the a priori simple and known types of uncertainty (Beven, 2006;Renard, Kavetski, Kuczera, Thyer, & Franks, 2010). Yet these errors are difficult to identify and correct, potentially leading to poor model performance.
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