DocumentCode
926645
Title
New solution to a problem in Luenberger observer design
Author
Power, H.M.
Author_Institution
University of Salford, Department of Electrical Engineering, Salford, UK
Volume
11
Issue
3
fYear
1975
Firstpage
65
Lastpage
67
Abstract
The matrix LA¿QL=TD, which arises in the design of a Luenberger observer to control the system dx/dt=Ax+Bu, y=Dx, is solved subject to mild restrictions. T is taken as dyadic, T=¿efT, Q cyclic, having no eigenvalues in common with A, and there results L = P¿1(Q)[e, Qe, .., Qn¿1e] SN. P(Q) and S involve the characteristic polynomial of A, and N transforms A to companion form in accordance with C=NAN¿1.
Keywords
control system synthesis; linear systems; Luenberger observer design; control theory; linear system;
fLanguage
English
Journal_Title
Electronics Letters
Publisher
iet
ISSN
0013-5194
Type
jour
DOI
10.1049/el:19750050
Filename
4236558
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