Title :
A geometric framework for pole assignment algorithms
Author :
Magni, J.-F. ; Champetier, C.
Author_Institution :
Centre d´´Etude et de Recherche de Toulouse, France
fDate :
9/1/1991 12:00:00 AM
Abstract :
The problem of pole assignment by gain output feedback or by low-order dynamical compensator is considered from a geometric point of view. This makes it possible to unify, in a general framework, most of the existing pole assignment methods formulated in a state-space context, such as the minimal-order observers, the Brasch-Pearson compensator, and the methods proposed by H. Kimura, and to simplify their presentation. Moreover, new pole assignment algorithms may be derived from this general formulation
Keywords :
compensation; geometry; poles and zeros; state estimation; state-space methods; Brasch-Pearson compensator; gain output feedback; geometric framework; low-order dynamical compensator; minimal-order observers; pole assignment; state estimation; state space methods; Controllability; Eigenvalues and eigenfunctions; Gain; Helium; Linear systems; Observability; Output feedback; Subspace constraints;
Journal_Title :
Automatic Control, IEEE Transactions on