2012
DOI: 10.1155/2012/898252
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Influence of Micropolar Lubrication on the Performance of 4-Pocket Capillary Compensated Conical Hybrid Journal Bearing

Abstract: The present paper deals with a theoretical analysis of 4-pocket capillary compensated conical hybrid journal bearing system operating with micropolar lubricant. The modified Reynolds equation for a conical journal bearing system operating with micropolar lubricant has been derived. In the present study, Eringen's micropolar theory has been used to model micropolar lubrication in cylindrical coordinate system. The study has been carried out for the different values of micropolar parameters, that is, characteris… Show more

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Cited by 20 publications
(28 citation statements)
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“…Since, for hybrid bearing design it must be possible to support the full operating load at maximum speed, the results of maximum speed are presented here. The results are computed for the following dimensionless values of bearing operating and geometric parameters: [7], which are presented in Table 1. The comparisons of the results are in good agreement with the published data.…”
Section: Resultsmentioning
confidence: 99%
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“…Since, for hybrid bearing design it must be possible to support the full operating load at maximum speed, the results of maximum speed are presented here. The results are computed for the following dimensionless values of bearing operating and geometric parameters: [7], which are presented in Table 1. The comparisons of the results are in good agreement with the published data.…”
Section: Resultsmentioning
confidence: 99%
“…Sharma and Rajput [7][8][9] have demonstrated the influence of micropolar lubricant on a 4 pocket conical hybrid journal bearing system compensated with different restrictors. Dhawan and Verma [10] have analyzed micropolar lubrication in non-circular hybrid journal bearings.…”
Section: Introductionmentioning
confidence: 99%
“…The flow of micropolar lubricant in a bearing system is modelled using Eringen's theory of micropolar fluid. The modified Reynolds equation, governing the flow of micropolar lubricant in the clearance space of a finite length conical journal bearing system as shown in Figure , is expressed as follows …”
Section: Discussionmentioning
confidence: 99%
“…Non‐dimensionalisation of equation using the following non‐dimensional parameters yields equation given as follows β=Rsinγrj;italicptrue¯=italicpps;italicltrue¯=italiccitalicl;italichtrue¯=italichitalicc;italicttrue¯=t/italicμrj2c2ps;Ω=normalωitalicj/c2psnormalμrj2;normalΦtrue¯italicΝtruel¯trueh¯=ΦitalicNitaliclitalichc3 siitalicn2γitalicβββnormalΦtrue¯italicNtruel¯trueh¯12italicptrue¯β+1β2αnormalΦtrue¯italicNtruel¯trueh¯12italicptrue¯…”
Section: Discussionmentioning
confidence: 99%
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