Performance-Improved Design of N-PID Controlled Motion Systems With Applications to Wafer Stages

A nonlinear filter design is proposed to improve nanopositioning servo performances in high-speed (and generally linear) motion systems. The design offers a means to adapt fundamental control design tradeoffs-like disturbance suppression versus noise sensitivity-which are otherwise fixed. Typically...

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Bibliographic Details
Published in:IEEE transactions on industrial electronics (1982) 2009-05, Vol.56 (5), p.1347-1355
Main Authors: Heertjes, M.F., Schuurbiers, X.G.P., Nijmeijer, H.
Format: Article
Language:English
Subjects:
Amplification
Control design
Control systems
Design engineering
Disturbance rejection
Gain
loop shaping
Lyapunov stability
Monitoring
Motion control
motion control systems
Nanostructure
noise sensitivity
Nonlinear control systems
Nonlinear filters
nonlinear proportional-integral-differential (N-PID) control
Oscillations
Semiconductor device noise
Servomechanisms
Shape control
Stability
Wafers
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Summary:A nonlinear filter design is proposed to improve nanopositioning servo performances in high-speed (and generally linear) motion systems. The design offers a means to adapt fundamental control design tradeoffs-like disturbance suppression versus noise sensitivity-which are otherwise fixed. Typically performance-limiting oscillations in the feedback system that benefit from extra control are temporarily upscaled and subjected to nonlinear weighting. For sufficiently large amplitudes, this nonlinear filter operation induces extra controller gain. Oscillations that do not benefit from this extra control (typically because they represent noise contributions that should not be amplified) remain unscaled and, as such, do not induce extra controller gain. The combined usage of linear weighting filters with their exact inverses renders this part of the nonlinear filter design strictly performance based. The effective means to improve servo performance is demonstrated on a short-stroke wafer stage of an industrial wafer scanner. Since the nonlinear filter design is largely based on Lyapunov arguments, stability is guaranteed along the different design steps.
ISSN:0278-0046
1557-9948
DOI:10.1109/TIE.2009.2012420