DESIGN OF MATCHED SYSTEMS WITH PERSISTENT EXOGENOUS INPUTS

This paper presents a design method for matched systems that are subject to persistent exogenous inputs. The exogenous inputs are assumed to be limited in both magnitude and rate of change. On the basis of the convex optimization technique, a computational method for the approximate supremum absolut...

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Published inIFAC Proceedings Volumes Vol. 35; no. 1; pp. 43 - 48
Main Authors Satoh, Toshiyuki, Takahashi, Takehiko
Format Journal Article
LanguageEnglish
Published 2002
Subjects
computer-aided control systems design
continuous time systems
convex optimization
convolution integral
linear systems
norms
time-invariant systems
time-invariant systems
computer-aided control systems design
norms
convex optimization
linear systems
continuous time systems
convolution integral
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ISSN1474-6670
DOI10.3182/20020721-6-ES-1901.00913

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Abstract This paper presents a design method for matched systems that are subject to persistent exogenous inputs. The exogenous inputs are assumed to be limited in both magnitude and rate of change. On the basis of the convex optimization technique, a computational method for the approximate supremum absolute value of a regulated output is developed. The computational method is fully utilized in the design framework of the principle of matching. A simple design example is also given.
AbstractList This paper presents a design method for matched systems that are subject to persistent exogenous inputs. The exogenous inputs are assumed to be limited in both magnitude and rate of change. On the basis of the convex optimization technique, a computational method for the approximate supremum absolute value of a regulated output is developed. The computational method is fully utilized in the design framework of the principle of matching. A simple design example is also given.
Author Satoh, Toshiyuki
Takahashi, Takehiko
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Cites_doi 10.1080/00207179608921691
10.1080/00207179508921574
10.1109/37.918266
10.1093/imamci/8.1.29
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Copyright 2002 IFAC
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Keywords time-invariant systems
computer-aided control systems design
norms
convex optimization
linear systems
continuous time systems
convolution integral
Language English
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References Boyd, Balakrishnan, Barratt, Khraishi, Li, Meyer, Norman (bib4856) 1989; 33-3
Zakian, Al-Naib (bib4860) 1973; 120-11
Zakian (bib4862) 1991; 8
Boyd, Barratt (bib4857) 1991
Niksefat, Sepehri (bib4859) 2001; 21-2
Zakian (bib4861) 1979; 126-6
Zakian (bib4863) 1996; 65-1
Lane (bib4858) 1995; 62-4
Zakian (10.3182/20020721-6-ES-1901.00913_bib4862) 1991; 8
Lane (10.3182/20020721-6-ES-1901.00913_bib4858) 1995; 62-4
Boyd (10.3182/20020721-6-ES-1901.00913_bib4857) 1991
Zakian (10.3182/20020721-6-ES-1901.00913_bib4860) 1973; 120-11
Boyd (10.3182/20020721-6-ES-1901.00913_bib4856) 1989; 33-3
Zakian (10.3182/20020721-6-ES-1901.00913_bib4863) 1996; 65-1
Niksefat (10.3182/20020721-6-ES-1901.00913_bib4859) 2001; 21-2
Zakian (10.3182/20020721-6-ES-1901.00913_bib4861) 1979; 126-6
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  article-title: Design of dynamical and control systems by the method of inequalities
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Snippet This paper presents a design method for matched systems that are subject to persistent exogenous inputs. The exogenous inputs are assumed to be limited in both...
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StartPage 43
SubjectTerms computer-aided control systems design
continuous time systems
convex optimization
convolution integral
linear systems
norms
time-invariant systems
Title DESIGN OF MATCHED SYSTEMS WITH PERSISTENT EXOGENOUS INPUTS
URI https://dx.doi.org/10.3182/20020721-6-ES-1901.00913
Volume 35
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