Title :
Assessment of parameter uncertainty in autoregressive streamflow models for stochastic long-term hydrothermal scheduling
Author :
Bezerra, B. ; Veiga, A. ; Barroso, L.A. ; Pereira, M.
Author_Institution :
Puc-Rio, Rio de Janeiro, Brazil
Abstract :
Hydrothermal systems optimal scheduling requires the representation of uncertainties in future inflows in order to hedge against adverse future low inflows by committing thermal plants, and also to store water in reservoirs while avoiding spillage when high future inflows occur. Stochastic optimization technics has been widely used as a tool for long-term hydrothermal scheduling. These models rely on Monte Carlo simulation in order to capture the inflow uncertainty during the planning horizon. Since the parameters of these models are typically estimated from historical data, it is not surprising that the actual performance of a chosen reservoirs strategy often significantly differs from the designer´s initial expectations due to unavoidable modeling ambiguity. The objective of this work is to assess the impact of inflow parameter uncertainty on the stochastic hydrothermal scheduling. The results presented in this work may be useful for the improvement of stochastic optimization techniques. The results presented show that the uncertainty on the parameters of the stochastic model consists on a supplementary source of risk that should be taken into account in the scheduling model.
Keywords :
Monte Carlo methods; dynamic programming; hydroelectric power stations; power generation scheduling; regression analysis; stochastic programming; thermal power stations; Monte Carlo simulation; autoregressive streamflow models; parameter uncertainty assessment; reservoir strategy; stochastic dynamic programming; stochastic long-term hydrothermal system optimal scheduling; stochastic model; stochastic optimization technique; thermal plants; Optimal scheduling; Reservoirs; Sociology; Statistics; Stochastic processes; Uncertain systems; Uncertainty; bootstrap; hydro scheduling; parameter uncertainty; stochastic dynamic programming;
Conference_Titel :
Power and Energy Society General Meeting, 2012 IEEE
Conference_Location :
San Diego, CA
Print_ISBN :
978-1-4673-2727-5
Electronic_ISBN :
1944-9925
DOI :
10.1109/PESGM.2012.6345322