A computational method for determination of a frequency response characteristic of flexibly supported rigid rotors attenuated by short magnetorheological squeeze film dampers
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Date issued
2011
Journal Title
Journal ISSN
Volume Title
Publisher
University of West Bohemia
Abstract
Lateral vibration of rotors can be significantly reduced by inserting the damping elements between the shaft and
the casing. The theoretical analysis, confirmed by computational simulations, shows that to achieve the optimum
compromise between attenuation of the oscillation amplitude and magnitude of the forces transmitted through the
coupling elements between the rotor and the stationary part, the damping effect must be controllable. For this
purpose, the squeeze film dampers lubricated by magnetorheological fluid can be applied. The damping effect is
controlled by the change of intensity of the magnetic field in the lubricating film. This article presents a procedure
developed for investigation of the steady state response of rigid rotors coupled with the casing by flexible elements
and short magnetorheological dampers. Their lateral vibration is governed by nonlinear (due to the damping
forces) equations of motion. The steady state solution is obtained by application of a collocation method, which
arrives at solving a set of nonlinear algebraic equations. The pressure distribution in the oil film is described by a
Reynolds equation modified for the case of short dampers and Bingham fluid. Components of the damping force
are calculated by integration of the pressure distribution around the circumference and along the length of the
damper. The developed procedure makes possible to determine the steady state response of rotors excited by their
unbalance, to determine magnitude of the forces transmitted through the coupling elements in the supports into the
stationary part and is intended for proposing the control of the damping effect to achieve optimum performance of
the dampers.
Description
Subject(s)
rotory, magnetoreologický tlumič, kolokační metoda
Citation
Applied and Computational Mechanics. 2011, vol. 5, no. 1, p. 101-110.