NEW APPROACH TO OUTPUT FEEDBACK STABILIZATION.

Adly T. Fam; James S. Meditch

NEW APPROACH TO OUTPUT FEEDBACK STABILIZATION.

Adly T. Fam
, James S. Meditch

Department of Electrical Engineering

Research output: Contribution to conference › Paper › peer-review

2 Scopus citations

Abstract

The stabilizability of linear, time-invariant, discrete-time systems by constant gain output feedback is formulated as a geometric problem in the ″companion parameter space″ . The properties of the stability domain in this parameter space are investigated. This leads, in addition to characterizing the class of systems stabilizable by output feedback, to some interesting results related to the robustness of output feedback, and to an application of integral geometry which shows the limitations of output feedback as a means for stabilizing linear discrete-time systems. The geometric approach utilized provides efficient computational techniques for both the recursive construction of the stability domain for systems of any order and solution of the problem of stabilizability of linear systems by output feedback.

Original language	English
Pages	380-387
Number of pages	8
State	Published - 1976
Event	Proc Annu Allerton Conf Circuit Syst Theory 14th - Monticello, IL, USA Duration: Sep 29 1976 → Oct 1 1976

Conference

Conference	Proc Annu Allerton Conf Circuit Syst Theory 14th
City	Monticello, IL, USA
Period	09/29/76 → 10/1/76

Cite this

@conference{f76d262750b74593b7c23756862fee9d,

title = "NEW APPROACH TO OUTPUT FEEDBACK STABILIZATION.",

abstract = "The stabilizability of linear, time-invariant, discrete-time systems by constant gain output feedback is formulated as a geometric problem in the ″companion parameter space″ . The properties of the stability domain in this parameter space are investigated. This leads, in addition to characterizing the class of systems stabilizable by output feedback, to some interesting results related to the robustness of output feedback, and to an application of integral geometry which shows the limitations of output feedback as a means for stabilizing linear discrete-time systems. The geometric approach utilized provides efficient computational techniques for both the recursive construction of the stability domain for systems of any order and solution of the problem of stabilizability of linear systems by output feedback.",

author = "Fam, \{Adly T.\} and Meditch, \{James S.\}",

year = "1976",

language = "English",

pages = "380--387",

note = "Proc Annu Allerton Conf Circuit Syst Theory 14th ; Conference date: 29-09-1976 Through 01-10-1976",

}

TY - CONF

T1 - NEW APPROACH TO OUTPUT FEEDBACK STABILIZATION.

AU - Fam, Adly T.

AU - Meditch, James S.

PY - 1976

Y1 - 1976

N2 - The stabilizability of linear, time-invariant, discrete-time systems by constant gain output feedback is formulated as a geometric problem in the ″companion parameter space″ . The properties of the stability domain in this parameter space are investigated. This leads, in addition to characterizing the class of systems stabilizable by output feedback, to some interesting results related to the robustness of output feedback, and to an application of integral geometry which shows the limitations of output feedback as a means for stabilizing linear discrete-time systems. The geometric approach utilized provides efficient computational techniques for both the recursive construction of the stability domain for systems of any order and solution of the problem of stabilizability of linear systems by output feedback.

AB - The stabilizability of linear, time-invariant, discrete-time systems by constant gain output feedback is formulated as a geometric problem in the ″companion parameter space″ . The properties of the stability domain in this parameter space are investigated. This leads, in addition to characterizing the class of systems stabilizable by output feedback, to some interesting results related to the robustness of output feedback, and to an application of integral geometry which shows the limitations of output feedback as a means for stabilizing linear discrete-time systems. The geometric approach utilized provides efficient computational techniques for both the recursive construction of the stability domain for systems of any order and solution of the problem of stabilizability of linear systems by output feedback.

UR - https://www.scopus.com/pages/publications/0017207638

M3 - Paper

AN - SCOPUS:0017207638

SP - 380

EP - 387

T2 - Proc Annu Allerton Conf Circuit Syst Theory 14th

Y2 - 29 September 1976 through 1 October 1976

ER -

NEW APPROACH TO OUTPUT FEEDBACK STABILIZATION.

Abstract

Conference

Other files and links

Fingerprint

Cite this