Optimal control of unstable input/output time‐delayed systems

Autores UPV
Año
Revista OPTIMAL CONTROL APPLICATIONS & METHODS

Abstract

This paper deals with the design of optimal control for unstable time-delayed systems. Delays can be considered either at the output (measurement delays), the input (actuator delays) or both including transmission delays. The system could be unstable. The cost index weights the system state and the control input. Fully state accessibility is assumed, but the option of output dynamic feedback through an observer can be considered. This result can be split into a predictor followed by a state estimator