1997
DOI: 10.1029/97wr01714
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Control models for hydroelectric energy optimization

Abstract: Abstract. The optimization of hydroelectric energy is addressed via a new multilevel control model, which is used to derive estimates of system firm energy with or without dependable capacity commitments. The model is able to optimize individual turbine operation as well as overall system operation on an hourly and daily basis. The mechanism by which the various models are linked and exchange information ensures full compatibility among the control levels and guarantees operational consistency across all times… Show more

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Cited by 18 publications
(11 citation statements)
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“…Depending on power system requirements, this decision level should consider dependable capacity commitments (hours during which the plant is committed to operate at capacity), minimum flow requirements, and energy prices as a function of power demand. Two common management objectives are to maximize the value of daily energy (Georgakakos et al, 1997c) or to maximize the daily energy itself (Georgakakos et al, 1997b) subject to all relevant operational requirements. The present study uses the second objective due to the unavailability of the…”
Section: Short-range Decision Modelmentioning
confidence: 99%
“…Depending on power system requirements, this decision level should consider dependable capacity commitments (hours during which the plant is committed to operate at capacity), minimum flow requirements, and energy prices as a function of power demand. Two common management objectives are to maximize the value of daily energy (Georgakakos et al, 1997c) or to maximize the daily energy itself (Georgakakos et al, 1997b) subject to all relevant operational requirements. The present study uses the second objective due to the unavailability of the…”
Section: Short-range Decision Modelmentioning
confidence: 99%
“…During this specific period, must-run constraints are automatically satisfied or can be relaxed because priority for water use would be given to the power sector. This explains why we have neglected their representation in problems (1) or (2).…”
Section: Critical Periodmentioning
confidence: 92%
“…The allocations for a case with only two plants are then (4) where , are the dual variables associated to maximum storage and turbining limits for the two plants in model (2).…”
Section: B Allocation By Marginal Benefits (Mb)mentioning
confidence: 99%
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