The Local Polynomial Method (LPM) for H-infinity Robust Control

Egon Geerardyn; Tom Oomen; Joannes Schoukens

The Local Polynomial Method (LPM) for H-infinity Robust Control

Egon Geerardyn, Tom Oomen, Joannes Schoukens

Electricity

Research output: Chapter in Book/Report/Conference proceeding › Meeting abstract (Book)

Abstract

To design nonconservative robust controllers, it is of vital importance to correctly gauge the model uncertainty. In this presentation, we utilize the LPM to suppress leakage in frequency response function measurements on the one hand and on the other hand to interpolate the modelling error to obtain a more realistic infinity-norm of the model uncertainty.

Original language	English
Title of host publication	32nd Benelux Meeting on Systems and Control, March 26-28, OL FOSSE D’OUTH, Houffalize, Belgium
Publication status	Published - 26 Mar 2013
Event	Unknown - Duration: 26 Mar 2013 → …

Conference

Conference	Unknown
Period	26/03/13 → …

Keywords

Local Polynomial Method

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abstract = "To design nonconservative robust controllers, it is of vital importance to correctly gauge the model uncertainty. In this presentation, we utilize the LPM to suppress leakage in frequency response function measurements on the one hand and on the other hand to interpolate the modelling error to obtain a more realistic infinity-norm of the model uncertainty.",

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AU - Schoukens, Joannes

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AB - To design nonconservative robust controllers, it is of vital importance to correctly gauge the model uncertainty. In this presentation, we utilize the LPM to suppress leakage in frequency response function measurements on the one hand and on the other hand to interpolate the modelling error to obtain a more realistic infinity-norm of the model uncertainty.

KW - Local Polynomial Method

M3 - Meeting abstract (Book)

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ER -

The Local Polynomial Method (LPM) for H-infinity Robust Control

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Conference

Keywords

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