Controllability, Pole Placement and Stabilizability in Large Scale Composite Systems.
ILLINOIS UNIV AT URBANA-CHAMPAIGN COORDINATED SCIENCE LAB
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There exist many physical systems, e.g., power systems, economic systems, neurological systems, that are composed of a number of interconnected subsystems. This paper proposes a Large Scale Composite LSC system model for their analysis and control. Each subsystem is assumed to be linear, time-invariant and have both interaction inputs from other systems and local inputs. Results on controllability, pole placement and stabilizability using local feedback are given for the general LSC system and for the special case of a chain of sub-systems in tandem.
- Theoretical Mathematics