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Featured researches published by Aydin Boyaci.


Archive | 2015

Nonlinear Oscillations of High-Speed Rotor Systems in Semi-Floating Ring Bearings

Aydin Boyaci; Bernhard Schweizer

Semi-floating ring bearings are preferred to be incorporated in high-speed rotor systems since they usually provide a better vibration and damping behavior than full-floating ring bearings. Nevertheless, such rotor bearing systems can show whirl/whip instabilities as well which lead to subsynchronous oscillations in addition to synchronous oscillations due to unbalance. Moreover, a critical bifurcation can take place into a regime of subsynchronous oscillations with extremely high amplitudes which resembles Total Instability known from investigations of full-floating ring bearings. To illustrate the various types of subsynchronous oscillations, different rotor models are investigated under the influence of semi-floating ring bearings. First, transient run-up simulations are performed to outline the nonlinear phenomena. Then, the stability and bifurcation behavior is analyzed in detail by using the methods of numerical continuation.


Archive | 2015

Efficient Thrust Bearing Model for High-Speed Rotordynamic Applications

Ioannis Chatzisavvas; Aydin Boyaci; Bernhard Schweizer

The dynamic behavior of rotor systems is influenced by thrust bearings. Therefore, a time-efficient model of oil-lubricated thrust bearings is introduced within this contribution. The areas of application for this bearing model are multibody simulations and more specifically high-speed rotordynamic systems. The Reynolds equation is solved at each pad of the bearing for the calculation of the fluid-film forces and moments, where the effect of misalignment of the shaft is also considered. For the solution of Reynolds equation the weak formulation is used, i.e. the Galerkin approach. This optimized bearing model results in heavily reduced simulation times especially if they are compared to the relatively large simulation times needed in co-simulations. The applied procedure can be easily implemented into commercial software and is flexible for investigating any bearing geometry and number of pads. Finally, the effect of the thrust bearing is studied in run-up simulations on an example rotor-bearing system.


Nonlinear Dynamics | 2015

Stability and bifurcation phenomena of Laval/Jeffcott rotors in semi-floating ring bearings

Aydin Boyaci; Daixing Lu; Bernhard Schweizer


Journal of Sound and Vibration | 2016

Influence of hydrodynamic thrust bearings on the nonlinear oscillations of high-speed rotors

Ioannis Chatzisavvas; Aydin Boyaci; Panagiotis Koutsovasilis; Bernhard Schweizer


Procedia IUTAM | 2016

Numerical Continuation Applied to Nonlinear Rotor Dynamics

Aydin Boyaci


Archive | 2010

Rotor Dynamic Analysis of a Passenger Car Turbocharger using Run-Up Simulation and Bifurcation Theory

U. Tomm; Aydin Boyaci; Carsten Proppe; Wolfgang Seemann; Martin Busch; L. Esmaeili; Bernhard Schweizer


Volume 8: Microturbines, Turbochargers and Small Turbomachines; Steam Turbines | 2016

On the Influence of Thrust Bearings on the Nonlinear Rotor Vibrations of Turbochargers

Ioannis Chatzisavvas; Aydin Boyaci; Andreas Lehn; Marcel Mahner; Bernhard Schweizer; Panagiotis Koutsovasilis


Archive | 2015

Influence of the Oil Temperature of Thrust Bearings on the Vibratory Behavior of Small Turbochargers

Ioannis Chatzisavvas; Aydin Boyaci; Panagiotis Koutsouvasilis; Bernhard Schweizer


Proceedings of the 14th IFToMM World Congress | 2015

Influence of Circumferential Grooves on the Non-Linear Oscillations of Turbocharger Rotors in Floating Ring Bearings

Gerrit Nowald; Aydin Boyaci; Robert Schmoll; Panagiotis Koutsovasilis; Bernhard Schweizer


Archive | 2015

Influence of axial grooves in floating-ring-bearings on the nonlinear oscillations of turbocharger rotors

Gerrit Nowald; Aydin Boyaci; Robert Schmoll; Panagiotis Koutsouvasilis; Nicolas Driot; Bernhard Schweizer

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Ioannis Chatzisavvas

Technische Universität Darmstadt

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Gerrit Nowald

Technische Universität Darmstadt

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Wolfgang Seemann

Karlsruhe Institute of Technology

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Andreas Lehn

Technische Universität Darmstadt

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Carsten Proppe

Karlsruhe Institute of Technology

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Daixing Lu

Technische Universität Darmstadt

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