2022
DOI: 10.1017/jfm.2022.240
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Compressible high-pressure lubrication flows in thrust bearings

Abstract: We present a detailed derivation of the Reynolds equation and its corresponding energy equation for three-dimensional, steady, laminar, compressible flows of single-phase Navier–Stokes fluids in thrust bearings. These equations are shown to be valid over most of the dense and supercritical gas regime except for the vicinity of the thermodynamic critical point. It is shown that the primary thermodynamic function governing the lubrication flow of high-pressure gases is the effective bulk modulus defined as the r… Show more

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Cited by 3 publications
(1 citation statement)
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“…Venerus DC analyzed the squeeze flow in the lubricating oil film between the porous disk and the impermeable disk of the bearing caused by the relative motion of the disk, and found the analytical solution of the coupling equations controlling the flow in the lubricating oil film and the porous disk [8]. Chien SY proposed the detailed derivation of the Reynolds equation and its corresponding energy equation for the three-dimensional, stable, laminar and compressible flow of single-phase Navi-Stokes fluid in thrust bearings [9]. Tomar AK numerically analyzed the synergistic effect of groove geometry and lubricant nonlinear behavior on 4-cavity spherical radial bearing [10].…”
Section: Introductionmentioning
confidence: 99%
“…Venerus DC analyzed the squeeze flow in the lubricating oil film between the porous disk and the impermeable disk of the bearing caused by the relative motion of the disk, and found the analytical solution of the coupling equations controlling the flow in the lubricating oil film and the porous disk [8]. Chien SY proposed the detailed derivation of the Reynolds equation and its corresponding energy equation for the three-dimensional, stable, laminar and compressible flow of single-phase Navi-Stokes fluid in thrust bearings [9]. Tomar AK numerically analyzed the synergistic effect of groove geometry and lubricant nonlinear behavior on 4-cavity spherical radial bearing [10].…”
Section: Introductionmentioning
confidence: 99%