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22 results on '"Woschke, Elmar"'

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1. Simulation of foil bearing supported rotor systems considering tilting motions.

2. Influence of a transient bubble dynamics cavitation model for squeeze film dampers on the run‐up behaviour of a turbocharger rotor.

3. Topology optimisation of lattice structures to increase damping.

4. Nonlinear vibration phenomena in hydrodynamically supported rotor systems.

5. Internal two-phase flow induced vibrations: A review.

6. Determination of drag coefficients in automatic ball balancers at low Reynolds numbers.

7. Efficient rotordynamic simulations with semi-analytical computation of hydrodynamic forces.

8. SBFEM with reduced modal basis for hydrodynamic bearings.

9. A framework for modelling the manufacturing process of friction welded lightweight structures.

10. Application and damping mechanism of particle dampers.

11. Transient simulation of a squeeze film damped turbocharger rotor under consideration of fluid inertia and cavitation.

12. Analysis of dynamical behaviour of full-floating disk thrust bearings.

13. Modelling the dynamic contact forces during orthogonal turn‐milling.

14. Influence of thermally induced changes in lubricating gap clearance and oil viscosity on nonlinear oscillations of hydrodynamically supported rotors.

15. A holistic vibration analysis of an electric engine including mechanical and electrodynamic interactions.

16. Influence of Lubricant Film Cavitation on the Vibration Behavior of a Semifloating Ring Supported Turbocharger Rotor With Thrust Bearing.

17. Model development for numerical analysis of the bonding strength for friction welded lightweight structures.

18. Deformation analysis of friction welded hybrid structures.

19. Semi-analytical solution of the Reynolds equation considering cavitation.

20. Damping performance of particle dampers with different granular materials and their mixtures.

21. Consideration of rubber bushings in a multi‐body simulation by detailed finite element models.

22. High‐order SBFEM solution of the Reynolds equation.

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