An investigation into the effect of tooth profile errors on gear rattle
An investigation into the effect of tooth profile errors on gear rattle
In previous work, experimental data have demonstrated the severity of idling gear rattle depends not only on the amplitude, but also the phase of an external sinusoidal forcing. One possible explanation for this is in small tooth profile errors. In this paper, we investigate this hypothesis, by deriving an equation of motion incorporating an error function and losses at the mesh interface, values of which are obtained from experimental data. By solving the equations of motion, theoretical gear rattle trajectories are obtained. Theoretical and experimental trajectories are then compared, by way of time domain plots as well as via contour plots linking the amplitude of backlash oscillation to the amplitude and phase of input forcing. For most profile error functions, good agreement is achieved between the model and experimental data. In the case where the profile errors are dominated by misalignment between the gear and shaft centres agreement is less good and suggestions of areas of further study required for model refinement are proposed.
3495-3506
Ottewill, J.R.
bf1b68d7-8144-4e3a-9d61-579e1b7aceb0
Neild, S.A.
e313477e-099c-40ab-9ebc-9d44ef4c427f
Wilson, R.E.
613f4def-6dfa-4a60-8f89-4006f2059f09
16 August 2010
Ottewill, J.R.
bf1b68d7-8144-4e3a-9d61-579e1b7aceb0
Neild, S.A.
e313477e-099c-40ab-9ebc-9d44ef4c427f
Wilson, R.E.
613f4def-6dfa-4a60-8f89-4006f2059f09
Ottewill, J.R., Neild, S.A. and Wilson, R.E.
(2010)
An investigation into the effect of tooth profile errors on gear rattle.
Journal of Sound and Vibration, 329 (17), .
(doi:10.1016/j.jsv.2010.03.014).
Abstract
In previous work, experimental data have demonstrated the severity of idling gear rattle depends not only on the amplitude, but also the phase of an external sinusoidal forcing. One possible explanation for this is in small tooth profile errors. In this paper, we investigate this hypothesis, by deriving an equation of motion incorporating an error function and losses at the mesh interface, values of which are obtained from experimental data. By solving the equations of motion, theoretical gear rattle trajectories are obtained. Theoretical and experimental trajectories are then compared, by way of time domain plots as well as via contour plots linking the amplitude of backlash oscillation to the amplitude and phase of input forcing. For most profile error functions, good agreement is achieved between the model and experimental data. In the case where the profile errors are dominated by misalignment between the gear and shaft centres agreement is less good and suggestions of areas of further study required for model refinement are proposed.
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Published date: 16 August 2010
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Local EPrints ID: 184233
URI: http://eprints.soton.ac.uk/id/eprint/184233
ISSN: 0022-460X
PURE UUID: d2643056-e2ba-4928-98c8-16557a269771
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Date deposited: 06 May 2011 14:52
Last modified: 14 Mar 2024 03:07
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Author:
J.R. Ottewill
Author:
S.A. Neild
Author:
R.E. Wilson
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