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G. Korn (1961)
Mathematical handbook for scientists and engineers
L. Turchak, V. Shidlovskii (2001)
Theoretical and Numerical Investigation of Gas Lubrication Processes on the Basis of Aerodynamic EquationsFluid Dynamics, 36
A. A. Samarskii (1971)
Introduction to the Theory of Finite-Difference Schemes
V. N. Constantinescu (1963)
Lubricata Cu Gaze
A. A. Samarskii, E. S. Nikolaev (1978)
Methods of Solving Grid Equations
W. Langlois (1961)
Isothermal squeeze filmsQuarterly of Applied Mathematics, 20
W. Gross, W. Frössel (1963)
Gas film lubricationJournal of Applied Mechanics, 30
S. A. Sheinber, V. P. Zhed', M. D. Shisheev (1969)
Gas-Lubricated Sliding Bearings
I. S. Gradshtein, I. M. Ryzhik (1965)
Tables of Integrals, Series, and Products
The time-dependent motion in the lubricating layer of a gas bearing is analyzed on the basis of the compressible boundary layer equations with allowance for the inertial effects and the transverse temperature drop. After introducing certain assumptions concerning the order of the main dimensionless parameters, approximate expressions for the velocity and temperature are derived. As a result, the problem reduces to the determination of the pressure as a function of the space coordinate and time.
Fluid Dynamics – Springer Journals
Published: Nov 7, 2004
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