Evaluation of Maximum a Posteriori Estimation as Data Assimilation Method for Forecasting Infiltration-Inflow Affected Urban Runoff with Radar Rainfall Input

Autor: Peter Steen Mikkelsen, Troels Sander Poulsen, Morten Grum, Nadia Schou Vorndran Lund, Roland Löwe, Jonas Wied Pedersen, Morten Borup
Jazyk: angličtina
Rok vydání: 2016
Předmět:
Zdroj: Wied Pedersen, J, Lund, N S V, Borup, M, Löwe, R, Poulsen, T S, Mikkelsen, P S & Grum, M 2016, ' Evaluation of Maximum a Posteriori Estimation as Data Assimilation Method for Forecasting Infiltration-Inflow Affected Urban Runoff with Radar Rainfall Input ', Water, vol. 8, no. 9 . https://doi.org/10.3390/w8090381
Water, Vol 8, Iss 9, p 381 (2016)
Water; Volume 8; Issue 9; Pages: 381
Popis: High quality on-line flow forecasts are useful for real-time operation of urban drainage systems and wastewater treatment plants. This requires computationally efficient models, which are continuously updated with observed data to provide good initial conditions for the forecasts. This paper presents a way of updating conceptual rainfall-runoff models using Maximum a Posteriori estimation to determine the most likely parameter constellation at the current point in time. This is done by combining information from prior parameter distributions and the model goodness of fit over a predefined period of time that precedes the forecast. The method is illustrated for an urban catchment, where flow forecasts of 0–4 h are generated by applying a lumped linear reservoir model with three cascading reservoirs. Radar rainfall observations are used as input to the model. The effects of different prior standard deviations and lengths of the auto-calibration period on the resulting flow forecast performance are evaluated. We were able to demonstrate that, if properly tuned, the method leads to a significant increase in forecasting performance compared to a model without continuous auto-calibration. Delayed responses and erratic behaviour in the parameter variations are, however, observed and the choice of prior distributions and length of auto-calibration period is not straightforward.
Databáze: OpenAIRE