Ferrofluid lubrication of a parallel plate squeeze film bearing

We derived a Reynolds type equation for a ferrofluid lubrication in a squeeze film between two circular plates using Jenkins model and considering combined effects of rotation of the plates, anisotropic permeability in the porous matrix and slip velocity at the interface of porous matrix and film re...

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Main Authors: Shah Rajesh C., Bhat M.V.
Format: Article
Language:English
Published: Serbian Society of Mechanics & Mathematical Institute of the Serbian Academy of Sciences and Arts, Belgrade 2003-01-01
Series:Theoretical and Applied Mechanics
Online Access:http://www.doiserbia.nb.rs/img/doi/1450-5584/2003/1450-55840303221S.pdf
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spelling doaj-c866ac0d836e43b7b4a8e13f8a6cefbf2020-11-24T23:23:15ZengSerbian Society of Mechanics & Mathematical Institute of the Serbian Academy of Sciences and Arts, BelgradeTheoretical and Applied Mechanics1450-55842003-01-0120033022124010.2298/TAM0303221SFerrofluid lubrication of a parallel plate squeeze film bearingShah Rajesh C.Bhat M.V.We derived a Reynolds type equation for a ferrofluid lubrication in a squeeze film between two circular plates using Jenkins model and considering combined effects of rotation of the plates, anisotropic permeability in the porous matrix and slip velocity at the interface of porous matrix and film region. We used it to study the case of a parallel-plate squeeze film bearing. Expressions were obtained for dimensionless pressure, load capacity and response time. Computed values were displayed some in tabular form and some in graphical form. The load capacity decreased with increasing values of the radial permeability and attained a minimum when the plates rotated in the opposite directions with nearly the same speed. It increased with increasing values of the axial permeability or material constant of Jenkins model and attained a maximum when the value of the material constant was near unity. It increased or decreased for increasing values of the speed of rotation of the upper plate according as the value of the material constant is zero or not. The response time slowly decreased with increasing values of the radial permeability, speed of rotation of upper plate or the material constant. But, it increased with increasing values of the axial permeability and attained a maximum when the plates rotated in opposite directions with nearly the same speed. Anisotropic permeability affected the bearing characteristics considerably. http://www.doiserbia.nb.rs/img/doi/1450-5584/2003/1450-55840303221S.pdf
collection DOAJ
language English
format Article
sources DOAJ
author Shah Rajesh C.
Bhat M.V.
spellingShingle Shah Rajesh C.
Bhat M.V.
Ferrofluid lubrication of a parallel plate squeeze film bearing
Theoretical and Applied Mechanics
author_facet Shah Rajesh C.
Bhat M.V.
author_sort Shah Rajesh C.
title Ferrofluid lubrication of a parallel plate squeeze film bearing
title_short Ferrofluid lubrication of a parallel plate squeeze film bearing
title_full Ferrofluid lubrication of a parallel plate squeeze film bearing
title_fullStr Ferrofluid lubrication of a parallel plate squeeze film bearing
title_full_unstemmed Ferrofluid lubrication of a parallel plate squeeze film bearing
title_sort ferrofluid lubrication of a parallel plate squeeze film bearing
publisher Serbian Society of Mechanics & Mathematical Institute of the Serbian Academy of Sciences and Arts, Belgrade
series Theoretical and Applied Mechanics
issn 1450-5584
publishDate 2003-01-01
description We derived a Reynolds type equation for a ferrofluid lubrication in a squeeze film between two circular plates using Jenkins model and considering combined effects of rotation of the plates, anisotropic permeability in the porous matrix and slip velocity at the interface of porous matrix and film region. We used it to study the case of a parallel-plate squeeze film bearing. Expressions were obtained for dimensionless pressure, load capacity and response time. Computed values were displayed some in tabular form and some in graphical form. The load capacity decreased with increasing values of the radial permeability and attained a minimum when the plates rotated in the opposite directions with nearly the same speed. It increased with increasing values of the axial permeability or material constant of Jenkins model and attained a maximum when the value of the material constant was near unity. It increased or decreased for increasing values of the speed of rotation of the upper plate according as the value of the material constant is zero or not. The response time slowly decreased with increasing values of the radial permeability, speed of rotation of upper plate or the material constant. But, it increased with increasing values of the axial permeability and attained a maximum when the plates rotated in opposite directions with nearly the same speed. Anisotropic permeability affected the bearing characteristics considerably.
url http://www.doiserbia.nb.rs/img/doi/1450-5584/2003/1450-55840303221S.pdf
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