Title :
Control correction synthesis: A set-theoretic approach
Author :
Kearney, Michael P. ; Rakovic, Sasa V. ; McAree, Peter Ross
Author_Institution :
Cooperative Res. Centre for Min., Univ. of Queensland, Kenmore East, QLD, Australia
Abstract :
This paper analyzes the control correction synthesis problem, introduced and discussed in a general non-linear compact setting, for constrained discrete-time control systems. In addition, motivated by computational considerations and a practical application, this paper examines, in more detail, the problem formulated in linear convex compact and linear piece-wise convex compact settings. The solution of the corresponding control correction synthesis problem is obtained by utilizing set theoretic methods, in particular, by employing set invariance concepts. The control correction strategy is illustrated by an example which represents a simplified version of a practical case study.
Keywords :
control system synthesis; discrete time systems; linear systems; nonlinear systems; set theory; constrained discrete-time control systems; control correction synthesis; general nonlinear compact setting; linear piece-wise convex compact settings; set invariance concept; set-theoretic approach; Additives; Collision avoidance; Cost function; Europe; Indexes;
Conference_Titel :
Control Conference (ECC), 2009 European
Conference_Location :
Budapest
Print_ISBN :
978-3-9524173-9-3