Manifoldly Constrained Monte Carlo Optimization and Uncertainty Estimation for an Operational Hydrologic Forecast Model
نویسندگان
چکیده
River forecasts have two broad uncertainty classes: errors associated with meteorological forecasts, and those associated with the hydrologic model. We developed a technology (dubbed Absynthe) to address the latter error class in a practical and defensible way. The technique merges the proven, Monte Carlo-based Generalized Likelihood Uncertainty Estimation (GLUE) concept for model parameter identification with: (i) multiple performance goals defined by operational and physical considerations, including matching daily, seasonal, and annual flows as well as snowpack, as expressed via individual behavioural criteria and a net likelihood function; (ii) several moving (rank-based) constraints to assure non-pathological parameter sets, containing values that are physically plausible not only for each parameter individually but also collectively; and (iii) a hard constraint on snow-free elevation bands to force the surface meteorological component of the watershed model toward correct solutions. The result is an ensemble of parameter sets reflecting model uncertainty as captured in a loosely Bayesian framework. BC Hydro will combine these with ensemble NWP weather forecasts to generate uncertainty estimates for operational hydroelectric reservoir inflow forecasts.
منابع مشابه
Sensitivity and uncertainty analysis of sediment rating equation coefficients using the Monte-Carlo simulation (Case study: Zoshk-Abardeh watershed, Shandiz)
The sediment load estimation is essential for watershed management and soil conservation strategies. The sediment rating curve is the most common approach for estimating the sediment load when the observed sediment records are not available. With regard to the measurement errors and the limitation of available data, the sediment rating curve has a degree of uncertainty which should be accounted...
متن کاملOptimization of the Microgrid Scheduling with Considering Contingencies in an Uncertainty Environment
In this paper, a stochastic two-stage model is offered for optimization of the day-ahead scheduling of the microgrid. System uncertainties including dispatchable distributed generation and energy storage contingencies are considered in the stochastic model. For handling uncertainties, Monte Carlo simulation is employed for generation several scenarios and then a reduction method is used to decr...
متن کاملBayesian Theory of Probabilistic Forecasting ViaDeterministic Hydrologic Model
Rational decision making (for flood warning, navigation, or reservoir systems) requires that the total uncertainty about a hydrologic predictand (such as river stage, discharge, or runoff volume) be quantified in terms of a probability distribution, conditional on all available information and knowledge. Hydrologic knowledge is typically embodied in a deterministic catchment model. Fundamentals...
متن کاملStochastic Residual-Error Analysis for Estimating Hydrologic Model Predictive Uncertainty
A hybrid time series-nonparametric sampling approach, referred to herein as semiparametric, is presented for the estimation of model predictive uncertainty. The methodology is a two-step procedure whereby a distributed hydrologic model is first calibrated, then followed by brute force application of time series analysis with nonparametric random generation to synthesize serially correlated mode...
متن کاملReproducibility of Soil Moisture Ensembles When Representing Soil Parameter Uncertainty Using a Latin Hypercube-Based Approach with Correlation Control
[1] Representation of model input uncertainty is critical in ensemble‐based data assimilation. Monte Carlo sampling of model inputs produces uncertainty in the hydrologic state through the model dynamics. Small Monte Carlo ensemble sizes are desirable because of model complexity and dimensionality but potentially lead to sampling errors and correspondingly poor representation of probabilistic s...
متن کامل