New approach for the nonlinear programming with transient stability constraints arising from power systems
By transforming the nonlinear programming with transient stability constraints arising from power systems to a semi-infinite programming (SIP), and basing on the Karush-Kuhn-Tucker system of the reformulated SIP problem with the finite approximation technology, the authors propose an iterative method for solving this problem and establish convergence theorems for the algorithm. A quasi-Newton type method is proposed for solving subproblems occurred in the iterations. Some numerical examples from power systems are also given.
scientific article; zbMATH DE number 5702499
scientific article