Robust cross-directional control of paper making machines with saturating actuators

Allbwn ymchwil: Cyfraniad at gyfnodolynErthygladolygiad gan gymheiriaid

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Robust cross-directional control of paper making machines with saturating actuators. / Akkermans, J.A.G.; Wills, A.G.; Heath, W.P.
Yn: Control Systems, Preprints, Conference, 02.03.2004, t. 63-70.

Allbwn ymchwil: Cyfraniad at gyfnodolynErthygladolygiad gan gymheiriaid

HarvardHarvard

Akkermans, JAG, Wills, AG & Heath, WP 2004, 'Robust cross-directional control of paper making machines with saturating actuators', Control Systems, Preprints, Conference, tt. 63-70.

APA

Akkermans, J. A. G., Wills, A. G., & Heath, W. P. (2004). Robust cross-directional control of paper making machines with saturating actuators. Control Systems, Preprints, Conference, 63-70.

CBE

Akkermans JAG, Wills AG, Heath WP. 2004. Robust cross-directional control of paper making machines with saturating actuators. Control Systems, Preprints, Conference. 63-70.

MLA

Akkermans, J.A.G., A.G. Wills, a W.P. Heath. "Robust cross-directional control of paper making machines with saturating actuators". Control Systems, Preprints, Conference. 2004, 63-70.

VancouverVancouver

Akkermans JAG, Wills AG, Heath WP. Robust cross-directional control of paper making machines with saturating actuators. Control Systems, Preprints, Conference. 2004 Maw 2;63-70.

Author

Akkermans, J.A.G. ; Wills, A.G. ; Heath, W.P. / Robust cross-directional control of paper making machines with saturating actuators. Yn: Control Systems, Preprints, Conference. 2004 ; tt. 63-70.

RIS

TY - JOUR

T1 - Robust cross-directional control of paper making machines with saturating actuators

AU - Akkermans, J.A.G.

AU - Wills, A.G.

AU - Heath, W.P.

PY - 2004/3/2

Y1 - 2004/3/2

N2 - We discuss the design of cross-directional controllers which are guaranteed to be robustly stabilizing while incorporating a quadratic program for steady state performance. In particular we propose implementing cross-directional controllers in modal form with a constrained internal model control structure. Nominal optimal steady state performance is guaranteed via a non-linear element that incorporates a quadratic program. The quadratic program can be expressed as a continuous sector bounded nonlinearity together with two linear transformations. Thus the multivariable circle criterion can be used to guarantee closed-loop stability in the presence of disturbances and modeling uncertainties

AB - We discuss the design of cross-directional controllers which are guaranteed to be robustly stabilizing while incorporating a quadratic program for steady state performance. In particular we propose implementing cross-directional controllers in modal form with a constrained internal model control structure. Nominal optimal steady state performance is guaranteed via a non-linear element that incorporates a quadratic program. The quadratic program can be expressed as a continuous sector bounded nonlinearity together with two linear transformations. Thus the multivariable circle criterion can be used to guarantee closed-loop stability in the presence of disturbances and modeling uncertainties

M3 - Erthygl

SP - 63

EP - 70

JO - Control Systems, Preprints, Conference

JF - Control Systems, Preprints, Conference

ER -