This is a fundamental first-year graduate course on the modern theory of dynamical systems and control. It builds on an introductory undergraduate course in control (such as ECE 486) and emphasizes state-space techniques for the analysis of dynamical systems and the synthesis of control laws meeting given design specifications. Some familiarity with linear algebra, as well as ordinary differential equations, is strongly recommended, although the necessary material will be reviewed in the context of the course.
Schedule: Tue Thu 9:30-10:50, Room 1109 Siebel Center.
Prerequisite: ECE 486 (Control Systems I) or equivalent.
Instructor: Daniel Liberzon
Office: 144 CSL
Email: liberzon at uiuc.edu
Office hours: TBA
Teaching assistants: Anoosh Saboori and Yoav Sharon
Email: saboori2,ysharon2 at uiuc.edu
Office hours: TBA
Required texts:
Supplementary texts (on reserve in Grainger Library):
Brief course outline: (see class notes for more details)
1. Introduction: state space models, review of linear algebra.
2. Analysis: state transition matrix,
stability, controllability, observability.
3. Design: state feedback, pole placement, observers, optimal control.