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POCHYLÝ, F. MALENOVSKÝ, E.
Originální název
The influence of memory effects of journal bearing lubricant on its dynamics behavior
Typ
článek ve sborníku ve WoS nebo Scopus
Jazyk
angličtina
Originální abstrakt
The basic mathematical model in our new presented approach, which is using the Navier-Stokes and continuity eqs., is the wave equation. It will be shown in our contribution that for some cases this mathematical model is the same as the Reynolds eq. The composition of the differential equations for ideal and real, compressible and incompressible liquids will be shown in this paper. A totally new approach for its solution will be presented. It allows the determine of the liquid films added coefficients matrices by using only one parameter, in this case on the shaft center position. In the most general case includes the following added coefficients matrices: mass, damping and stiffness. Our new approach to the differential eqs. solution is called the complete solution, which also includes other time dependent parts. They are not taken into account in contemporary approaches. The Laplace transformation, which allows the analysis of both the frequency or time domain, is the base of our new approach. The reverse Laplace transformation includes time dependent parts, which represent the memory effects.
Klíčová slova v angličtině
Navier-Stokes eq., Reynolds eq., Compressible liquid, Laplace transformation, Journal bearings, Dynamics behavior
Autoři
POCHYLÝ, F.; MALENOVSKÝ, E.
Rok RIV
2006
Vydáno
25. 9. 2006
Nakladatel
TU Vienna
Místo
Vienna, Austria
ISBN
3-200-00689-7
Kniha
7th IFToMM-Conference on Rotor Dynamics
Strany od
207
Strany do
214
Strany počet
8
BibTex
@inproceedings{BUT24566, author="František {Pochylý} and Eduard {Malenovský}", title="The influence of memory effects of journal bearing lubricant on its dynamics behavior", booktitle="7th IFToMM-Conference on Rotor Dynamics", year="2006", pages="8", publisher="TU Vienna", address="Vienna, Austria", isbn="3-200-00689-7" }