1990
DOI: 10.1115/1.2920240
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Effects of Two Film Rupture Models on the Thermal Analysis of a Journal Bearing

Abstract: A model for the thermal behavior of lubricant in the cavitated regions of a journal bearing is presented. The model assumes a bubbly mixture of liquid and air and includes the calculation of local mixture properties for the fluid film. Temperature in the film is calculated by a first order approximate energy equation that includes heat transfer between the film and its boundaries. A second order profile is assumed to represent the temperature distribution across the film. The classical Reynolds equation is app… Show more

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Cited by 21 publications
(5 citation statements)
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“…Such a situation is, of course, difficult to treat analytically. Knight and Niewiarowski (1990) also predicted the temperature profile for the above cases using a gas bubble model and obtained good agreement with the experimental data in the cavitated region. The gas bubble model assumes that the film is continuous in the cavitated region, but the effective density and viscosity of the film are varied according to the gas fraction.…”
Section: Numerical Examplessupporting
confidence: 57%
“…Such a situation is, of course, difficult to treat analytically. Knight and Niewiarowski (1990) also predicted the temperature profile for the above cases using a gas bubble model and obtained good agreement with the experimental data in the cavitated region. The gas bubble model assumes that the film is continuous in the cavitated region, but the effective density and viscosity of the film are varied according to the gas fraction.…”
Section: Numerical Examplessupporting
confidence: 57%
“…ρ and μ in equations (1) and (2), are taken as being homogeneous and can be expressed as functions of the properties of the fluid and gas, and the fraction of each phase, which are further computed by the cavitation model described in the following. This approach was first proposed and proved to be effective by Knight and Niewiarowski 23 to the authors’ knowledge, and has then been used by various researchers. 7,2428 Its advantage lies in that it avoids the unfeasible determination of the multiple free boundaries of striations and the mass continuity in all regions of the bearing can be easily ensured.…”
Section: Numerical Formulationsmentioning
confidence: 99%
“…3 The mechanism of vapour cavitation [5] Fig. 4 Oil streamlets in the cavitated region of bearing [5] mixture of lubricant and vapor exists in the cavitated zone with a mean physical properties depending upon the fractions of liquid and vapour. The liquid fraction is computed on the basis of continuity requirements.…”
Section: First Modelmentioning
confidence: 99%