VALUE SETS OF THE DISCRETE INTERVAL LENGTH IN THE PROBLEM OF DISCRETE STABILIZATION

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VALUE SETS OF THE DISCRETE INTERVAL LENGTH IN THE PROBLEM OF DISCRETE STABILIZATION. / Ermolin, V.S.

In: Problemy Upravleniya I Informatiki (Avtomatika), No. 3, 1995, p. 15-21.

Research output: Contribution to journal › Article

BibTeX

@article{09e4855a33a9473b87b8fe049c9ccbdb,

title = "VALUE SETS OF THE DISCRETE INTERVAL LENGTH IN THE PROBLEM OF DISCRETE STABILIZATION",

abstract = "Investigation results on solution of the problem of stabilization of linear stationary systems, using discrete controls, are presented. Necessary and sufficient conditions of problem resolvability are given for any fixed value of the discreteness step. Value sets of the discreteness step are constructed, when a solution of the discrete stabilization problem does not exist. The same sets are constructed, when resolvability conditions differ from resolvability conditions of the continuous stabilization problem. Sets of continuous and discrete stabilizing controls are analyzed and compared for the cases, when the gains coincide in the both controls.",

keywords = "Control theory, Differential equations, Matrix algebra, Stabilization, System stability, Theorem proving, Discrete interval length, Linear stationary systems, Discrete time control systems",

author = "V.S. Ermolin",

year = "1995",

language = "русский",

pages = "15--21",

journal = "Problemy Upravleniya I Informatiki (Avtomatika)",

issn = "1028-0979",

publisher = "Natsional'na Akademiya Nauk Ukrainy",

number = "3",

}

RIS

TY - JOUR

T1 - VALUE SETS OF THE DISCRETE INTERVAL LENGTH IN THE PROBLEM OF DISCRETE STABILIZATION

AU - Ermolin, V.S.

PY - 1995

Y1 - 1995

N2 - Investigation results on solution of the problem of stabilization of linear stationary systems, using discrete controls, are presented. Necessary and sufficient conditions of problem resolvability are given for any fixed value of the discreteness step. Value sets of the discreteness step are constructed, when a solution of the discrete stabilization problem does not exist. The same sets are constructed, when resolvability conditions differ from resolvability conditions of the continuous stabilization problem. Sets of continuous and discrete stabilizing controls are analyzed and compared for the cases, when the gains coincide in the both controls.

AB - Investigation results on solution of the problem of stabilization of linear stationary systems, using discrete controls, are presented. Necessary and sufficient conditions of problem resolvability are given for any fixed value of the discreteness step. Value sets of the discreteness step are constructed, when a solution of the discrete stabilization problem does not exist. The same sets are constructed, when resolvability conditions differ from resolvability conditions of the continuous stabilization problem. Sets of continuous and discrete stabilizing controls are analyzed and compared for the cases, when the gains coincide in the both controls.

KW - Control theory

KW - Differential equations

KW - Matrix algebra

KW - Stabilization

KW - System stability

KW - Theorem proving

KW - Discrete interval length

KW - Linear stationary systems

KW - Discrete time control systems

M3 - статья

SP - 15

EP - 21

JO - Problemy Upravleniya I Informatiki (Avtomatika)

JF - Problemy Upravleniya I Informatiki (Avtomatika)

SN - 1028-0979

IS - 3

ER -

ID: 5511246