Stationary Position for Hybrid Journal Bearing with Horizontal Point Injection Ports

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This paper deals with the modeling and identification of a stationary eccentricity and attitude angle for a short journal bearing with horizontal point injection port. In modeling we use the Dirac spatial delta function which allows to obtain a pressure field in a close analytical form. After using the pressure force components in the oil film, which is the addition of the Ocvirck force in the classic case and pressure force we obtain a non linear equations system with respect to stationary eccentricity and attitude angle. We found the solution equation system by obtaining the roots using the program MATHEMATICA 6 and by iteration. We developed and analyzed the work by both point pressurizing ports π/2 and 3π/2 in the journal bearing. The results are presented in tables that show the relation between eccentricity, attitude angle and the Sommerfeld´s number S.

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Edited by:

Alexander Balankin, José Martínez Trinidad and Orlando Susarrey Huerta

Pages:

29-36

DOI:

10.4028/www.scientific.net/KEM.449.29

Citation:

V.R. Nossov et al., "Stationary Position for Hybrid Journal Bearing with Horizontal Point Injection Ports", Key Engineering Materials, Vol. 449, pp. 29-36, 2010

Online since:

September 2010

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$35.00

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DOI: 10.1155/ijrm.2005.16

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[5] J. Gomez-Mancilla, V.R. Nossov, I. Ramirez-Vargas , ew model and Stationary Position for a Short Journal Bearing with Upper Point Injection Ports,. 7th IFToMM Conference on Rotor Dynamics, Vienna, Austria, 25-28 September (2006).

DOI: 10.4028/www.scientific.net/kem.449.29

[6] Nossov V.R., Ramírez-Vargas, Gómez-Mancilla J.C., (2005) USO DE FU, CIO, ES GE, ERALIZADAS ESPACIALES E, MODELOS ROTODI, AMICOS CO, PRESURIZACIÓ,. Memorias del 1er Taller Internacional de Matemáticas Aplicadas CD de México, pp.14-26.

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