A. Hellal and M. Belazzoug
Reactive sources, optimization, movement, investment, projected and augmented Lagrangian
This article develops a new optimization strategy of reactive power sources based, first, on an optimal movement of existing reactive sources. A second phase concerns an optimal investment, and a third phase is a combination of the two previous phases. The formulation of the global problem leads to a constrained nonlinear one, which necessitates nonlinear programming solution methods. In this study, the projected and augmented Lagrangian method is used in accordance with the reduced gradient and the DFP methods.
Important Links:
Go Back
