Constrained output regulation of discrete-time linear plants

Guoyong Shi; Ali Saberi; Antonie Arij Stoorvogel; Peddapullaiah Sannuti

doi:10.1109/.2001.981156

Constrained output regulation of discrete-time linear plants

Guoyong Shi, Ali Saberi, Antonie Arij Stoorvogel, Peddapullaiah Sannuti

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

1 Citation (Scopus)

141 Downloads (Pure)

Abstract

Output regulation of discrete-time linear systems with state and/or input constraints on magnitude is considered. The structural properties of linear plants are identified under which the so called constrained semiglobal and global output regulation problems are solvable. As in the case of continuous-time systems, an important aspect of our development is a taxonomy of constraints to show a clear relationship between the type of constraints and the output regulation results. Solvability conditions are developed for semiglobal and global output regulation problems. Appropriate regulators are constructed.

Original language	Undefined
Pages	1755-1760
Number of pages	5
DOIs	https://doi.org/10.1109/.2001.981156
Publication status	Published - Dec 2001
Event	40th IEEE Conference on Decision and Control, CDC 2001 - Hyatt Regency Grand Cypress, Orlando, United States Duration: 4 Dec 2001 → 7 Dec 2001

Conference

Conference	40th IEEE Conference on Decision and Control, CDC 2001
Abbreviated title	CDC
Country/Territory	United States
City	Orlando
Period	4/12/01 → 7/12/01

Keywords

IR-68848
EWI-16642

Access to Document

10.1109/.2001.981156

Cite this

@conference{e5cb7fcc82804db3beb3f7a897fd1132,

title = "Constrained output regulation of discrete-time linear plants",

abstract = "Output regulation of discrete-time linear systems with state and/or input constraints on magnitude is considered. The structural properties of linear plants are identified under which the so called constrained semiglobal and global output regulation problems are solvable. As in the case of continuous-time systems, an important aspect of our development is a taxonomy of constraints to show a clear relationship between the type of constraints and the output regulation results. Solvability conditions are developed for semiglobal and global output regulation problems. Appropriate regulators are constructed.",

keywords = "IR-68848, EWI-16642",

author = "Guoyong Shi and Ali Saberi and Stoorvogel, {Antonie Arij} and Peddapullaiah Sannuti",

year = "2001",

month = dec,

doi = "10.1109/.2001.981156",

language = "Undefined",

pages = "1755--1760",

note = "null ; Conference date: 04-12-2001 Through 07-12-2001",

}

TY - CONF

T1 - Constrained output regulation of discrete-time linear plants

AU - Shi, Guoyong

AU - Saberi, Ali

AU - Stoorvogel, Antonie Arij

AU - Sannuti, Peddapullaiah

PY - 2001/12

Y1 - 2001/12

N2 - Output regulation of discrete-time linear systems with state and/or input constraints on magnitude is considered. The structural properties of linear plants are identified under which the so called constrained semiglobal and global output regulation problems are solvable. As in the case of continuous-time systems, an important aspect of our development is a taxonomy of constraints to show a clear relationship between the type of constraints and the output regulation results. Solvability conditions are developed for semiglobal and global output regulation problems. Appropriate regulators are constructed.

AB - Output regulation of discrete-time linear systems with state and/or input constraints on magnitude is considered. The structural properties of linear plants are identified under which the so called constrained semiglobal and global output regulation problems are solvable. As in the case of continuous-time systems, an important aspect of our development is a taxonomy of constraints to show a clear relationship between the type of constraints and the output regulation results. Solvability conditions are developed for semiglobal and global output regulation problems. Appropriate regulators are constructed.

KW - IR-68848

KW - EWI-16642

U2 - 10.1109/.2001.981156

DO - 10.1109/.2001.981156

M3 - Paper

SP - 1755

EP - 1760

Y2 - 4 December 2001 through 7 December 2001

ER -