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Novel Generalized Notch Filter for Harmonic Vibration Suppression in Magnetic Bearing Systems
Magnetic bearings represent an important alternative to conventional ball bearings for applications that require very low noise and vibrations. The absence of contact and friction between rotor and stator parts, combined with the use of active vibration control techniques, result in rotating machine...
Autores principales: | , , , , |
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Lenguaje: | eng |
Publicado: |
2021
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Materias: | |
Acceso en línea: | https://dx.doi.org/10.1109/tia.2021.3062587 http://cds.cern.ch/record/2812517 |
Sumario: | Magnetic bearings represent an important alternative
to conventional ball bearings for applications that require very
low noise and vibrations. The absence of contact and friction
between rotor and stator parts, combined with the use of active
vibration control techniques, result in rotating machinery that
can greatly outperform their passive counterparts. One of the
main disadvantages of these systems is the increased complexity of requiring the active control of the rotor, including sensors
actuators and computing power. Furthermore, active vibration
control techniques are generally difficult to implement over a broad
speed range due to requirement of choosing and adapting different
parameters to guarantee its stability. For this reason, this article
presents a novel generalized notch filter for harmonic suppression
control for magnetically levitated rotors, which features improved
stability properties. The proposed harmonic or unbalance force
rejection control is based on an unbalance and resonance suppression technique originally developed for piezoelectric active bearings for rotating machinery, and it is successfully adapted and its
performance validated for machines featuring magnetic bearings.
The formulation of the harmonic suppression control technique is
introduced, its stability for magnetic bearing systems is analyzed,
and experimentally implemented and tested on a fully active slotless
Lorentz-type magnetic bearing motor obtaining a reduction of at
least one order of magnitude in the level of generated vibrations. |
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