2003•Unpublished venueRequires access

A robustification of optimal filtered stable predictive control

Wolfram Ebert

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Abstract

A new optimal filtered version of stable generalized predictive control is presented. Using the concept of frequency weightings an additional degree of freedom for robustness tuning is introduced. The robust stability in respect to additive plant uncertainty is proven. A final control application to a cold rolling mill in an industrial noisy environment is discussed, using the Kalman design and robustness tuning. This application example exhibits enhanced tracking accuracy and improved stability margins.

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A new optimal filtered version of stable generalized predictive control is presented. Using the concept of frequency weightings an additional degree of freedom for robustness tuning is introduced. The robust stability in respect to additive plant uncertainty is proven. A final control application to a cold rolling mill in an industrial noisy environment is discussed, using the Kalman design and robustness tuning. This application example exhibits enhanced tracking accuracy and improved stability margins.

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Available abstract

A new optimal filtered version of stable generalized predictive control is presented. Using the concept of frequency weightings an additional degree of freedom for robustness tuning is introduced. The robust stability in respect to additive plant uncertainty is proven. A final control application to a cold rolling mill in an industrial noisy environment is discussed, using the Kalman design and robustness tuning. This application example exhibits enhanced tracking accuracy and improved stability margins.

Key concepts: Robustification, Robustness (evolution), Control theory (sociology), Model predictive control, Kalman filter, Stability (learning theory), Robust control, Computer science

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