International Journal of Electrical Power & Energy Systems
Volume 11, Issue 3, July 1989, Pages 200-212
Short-term resource scheduling in multi-area hydrothermal power systems
References (39)
- et al.
Optimization-based methods for operations scheduling
- et al.
Hydro-thermal optimization of the PG&E system
- et al.
Optimal hydrothermal coordination for multiple reservoir river systems
IEEE Trans. Power Appar. & Syst.
(May 1985) - et al.
Unit commitment scheduling of electric power systems
Systems Engineering for Power: Status and Prospects
(1975) Pool daily fuel scheduling
Generalized lagrange multiplier method for solving problems of optimum allocation of resources
Oper. Res.
(May/June 1983)Lagrangean relaxation for integer programming
Math. Prog.
(1974)Optimization by decomposition and coordination: a unified approach
IEEE Trans. Automatic Control
(April 1978)- et al.
An application of mixed-integer programming duality to scheduling thermal generating systems
IEEE Trans. Power Appar. & Syst.
(December 1968) - et al.
A branch-and-bound algorithm for start-up and shut-down problem of thermal generating units
Elec. Eng. Japan
(1975)
Optimal unit commitment
IEEE Trans. Automatic Control
(April 1977)
An application of lagrangian relaxation to scheduling in power-generation systems
Oper. Res.
(May/June 1977)
Integer programming approach to the problem of optimal unit commitment with probabilistic reserve determination
IEEE Trans. Power Appar. & Syst.
(November/December 1978)
Optimal scheduling of thermal generating units
IEEE Trans. Automatic Control
(December 1978)
Decomposition approach to problem of unit commitment schedule for hydrothermal systems
Solution of large-scale optimal unit commitment problems
IEEE Trans. Power Appar. & Syst.
(January 1982)
Daily management of a nuclear and conventional thermal power system unit commitment with simultaneous determination of the adequate spinning reserve
CIGRE, IFAC
(1983)
Optimal short-term scheduling of large-scale power systems
IEEE Trans. Automatic Control
(January 1983)
A branch-and-bound algorithm for unit commitment
IEEE Trans. Power Appar. & Syst.
(February 1983)
Cited by (104)
Mixed-integer nonlinear approach for the optimal scheduling of a head-dependent hydro chain
2010, Electric Power Systems ResearchA practical approach for profit-based unit commitment with emission limitations
2010, International Journal of Electrical Power and Energy SystemsCitation Excerpt :Eq. (7) provides the state and power generation of thermal unit i during period k for the state during period k − 1 and the commitment decision during period k. The time dependence of the state function Aik is needed to account for the user-specified time-varying state constraints [8]. Constraints (5)–(9) define the set of feasible variables.
Scheduling of head-dependent cascaded hydro systems: Mixed-integer quadratic programming approach
2010, Energy Conversion and ManagementScheduling of head-dependent cascaded reservoirs considering discharge ramping constraints and start/stop of units
2010, International Journal of Electrical Power and Energy SystemsEstimating Spinning Reserve Capacity With Extreme Learning Machine Method in Advanced Power Systems Under Ancillary Services Instructions
2022, Electric Power Components and SystemsInvestigation of Optimum Reserve Capacity Requirement in Ancillary Services with Extreme Learning Machine
2022, Electric Power Components and Systems
Copyright © 1989 Published by Elsevier Ltd.