Computation of Minimal Periodic Realizations of Transfer-Function Matrices

Varga, A. (2004) Computation of Minimal Periodic Realizations of Transfer-Function Matrices. IEEE Transactions on Automatic Control, 49 (1), pp. 146-149.

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Abstract

We present a numerical approach to compute a minimal periodic state-space realization of a transfer-function matrix corresponding to a lifted state-space representation. The proposed method determines a realization with time-varying state dimensions by using exclusively orthogonal transformations. The new method is numerically reliable, computationally efficient and thus well suited for robust software implementations.

Item URL in elib:

https://elib.dlr.de/12017/

Document Type:

Article

Additional Information:

LIDO-Berichtsjahr=2004,

Title:

Computation of Minimal Periodic Realizations of Transfer-Function Matrices

Authors:

Authors	Institution or Email of Authors	Authors ORCID iD
Varga, A.	UNSPECIFIED	UNSPECIFIED

Date:

2004

Journal or Publication Title:

IEEE Transactions on Automatic Control

Open Access:

Yes

Gold Open Access:

In SCOPUS:

In ISI Web of Science:

Volume:

Page Range:

pp. 146-149

Status:

Published

Keywords:

Discrete-time systems, minimal realization, numerical methods, periodic systems, time-varying systems

HGF - Research field:

Aeronautics, Space and Transport

HGF - Program:

other

HGF - Program Themes:

other

DLR - Research area:

Aeronautics

DLR - Program:

L - no assignment

DLR - Research theme (Project):

L - no assignment (old)

Location:

Oberpfaffenhofen

Institutes and Institutions:

Institute of Robotics and Mechatronics (until 2012) > System Dynamics and Control (former Control Design Engineering)

Deposited By:

DLR-Beauftragter, elib

Deposited On:

20 Sep 2007

Last Modified:

31 Jul 2019 19:15

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