Title :
Optimal impulsive control problem and variational maximum principle
Author :
Nikolay, Derenko ; Vladimir, Dykhta ; Evgenia, Rodnina ; Oksana, Chouprova
Author_Institution :
Irkutsk Siale Economie Acad., Irkutsk, Russia
Abstract :
We consider constructive methods of extension for a typical class of nonlinear optimal control problems, linear in control. A first order necessary optimality conditions for impulsive processes (Variational maximum principle) formulated. These conditions are used to research extremals and obtain the algorithms for solving optimal impulsive control problem iteratively.
Keywords :
maximum principle; nonlinear control systems; first order necessary optimality condition; impulsive process; nonlinear optimal control problem; optimal impulsive control; variational maximum principle; Limiting; Mathematical model; Optimal control; Optimization; Process control; Trajectory; Optimal impulsive control; numerical methods;
Conference_Titel :
Control Conference (ECC), 1997 European
Conference_Location :
Brussels
Print_ISBN :
978-3-9524269-0-6
