Title:	Predictive capability of various linearization approaches for floating-ring bearings in nonlinear dynamics of turbochargers
Authors:	Dyk, Štěpán Smolík, Luboš Rendl, Jan
Citation:	DYK, Š., SMOLÍK, L., RENDL, J. Predictive capability of various linearization approaches for floating-ring bearings in nonlinear dynamics of turbochargers. Mechanism and machine theory, 2020, roč. 149, č. July 2020, s. 1-18. ISSN 0094-114X.
Issue Date:	2020
Publisher:	Elsevier
Document type:	článek article
URI:	2-s2.0-85080077817 http://hdl.handle.net/11025/39534
ISSN:	0094-114X
Keywords in different language:	Floating-ring bearing;Linearization;Dynamic coefficients;Modal analysis;Stability analysis;Turbocharger
Abstract in different language:	A floating-ring bearing (FRB) is composed of a journal, a floating ring and a housing which are separated by two thin oil films. This system is inherently nonlinear and if it is lightly loaded or operated at high speeds, it is prone to the fluid-induced instability. The threshold speed for the instability of a journal bearing with one oil film can be estimated using linearized forces acting in the film. However, the linear analysis of FRB might be problematic because results of such an analysis are usually difficult to interpret. Nevertheless, the linear analysis can provide some basic insights into system behaviour. This work aims to evaluate in detail the use of linear theory in the stability analysis of rotating systems supported on FRBs. Several approaches for the linearization of the forces acting in FRB are proposed and analysed. The results are visualized in the form of a holistic Campbell diagram which together depicts natural frequencies, whirl frequencies, modal damping and a precession of mode shapes. Moreover, it is demonstrated that the holistic Campbell diagram can be used in order to interpret -- and to some extent also in order to predict -- results of nonlinear analysis.
Rights:	© Elsevier
Appears in Collections:	Články / Articles (NTIS) OBD

Items in DSpace are protected by copyright, with all rights reserved, unless otherwise indicated.