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Stochastic optimization of unit commitment: A new decomposition framework

Journal Article · · IEEE Transactions on Power Systems
DOI:https://doi.org/10.1109/59.496196· OSTI ID:264287
; ;  [1];  [2]
  1. Ecole des Mines de Paris, Fontainebleau (France). Centre Automatique et Systemes
  2. Electricite de France, Clamart (France). Direction des Etudes et Recherches

This paper presents a new stochastic decomposition method well-suited to deal with large-scale unit commitment problems. In this approach, random disturbances are modeled as scenario trees. Optimization consists in minimizing the average generation cost over this ``tree-shaped future``. An augmented Lagrangian technique is applied to this problem. At each iteration, nonseparable terms introduced by the augmentation are linearized so as to obtain a decomposition algorithm. This algorithm may be considered as a generalization of price decomposition methods, which are now classical in this field, to the stochastic framework. At each iteration, for each unit, a stochastic dynamic subproblem has to be solved. Prices attached to nodes of the scenario trees are updated by the coordination level. This method has been applied to a daily generation scheduling problem. The use of an augmented Lagrangian technique, provides satisfactory convergence properties to the decomposition algorithm. Moreover, numerical simulations show that compared to a classical deterministic optimization with reserve constraints, this new approach achieves substantial savings.

OSTI ID:
264287
Report Number(s):
CONF-950727--
Journal Information:
IEEE Transactions on Power Systems, Journal Name: IEEE Transactions on Power Systems Journal Issue: 2 Vol. 11; ISSN 0885-8950; ISSN ITPSEG
Country of Publication:
United States
Language:
English

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