Prof. Dr.-Ing. Hartmut Hetzler
Universität Kassel
Fachbereich Maschinenbau
Institut für Mechanik
FG Technische DynamikMönchebergstraße 7
34125 Kassel
t 0561/804 2868
f 0561/804 2721
e hetzler@uni-kassel.de
Arbeitsgebiete / Interessen
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Mechanische Systeme mit tribologischen Kontakte
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Reibungserregte Schwingungen
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Stabilität und Verzweigung
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Shared KIT Industrial Fellowship "Nichtlineare Strukturdynamik"
Die Shared KIT-Industry-Fellowship war eine Kooperation zwischen dem Institut für Technische Mechanik des KIT und dem Zentralbereich Forschung (CR/ARU) der Robert Bosch GmbH im Rahmen der Exzellenzinitiative I. Gegenstand der Aktivitäten waren mechanische Systeme mit tribologischen Kontakten im weiteren Sinn. Weitere Informationen zur KIT InF finden Sie hier und weiter unten auf dieser Seite.
Doktoranden
Daniel Maier (Robert Bosch GmbH)
Anne Schwenkenberg (Robert Bosch GmbH)
Ehemalige
Benedikt Wiegert
Sietze van Buuren (Robert Bosch GmbH)
Daniele Savio (LaMCoS, INSA, Lyon)
Veröffentlichungen
Monographien
Zur Stabilität von Systemen bewegter Kontinua mit Reibkontakten am Beispiel des Bremsenquietschens
Dissertation, Universität Karlsruhe (TH), 01/2008, http://digbib.ubka.uni-karlsruhe.de/volltexte/1000007815
Begutachtete Artikel
H. Hetzler: Bifurcations in Autonomous Mechanical Systems under the Influence of Joint Damping, Journal of Sound & Vibration, 2014
D Maier, C Hager, H Hetzler, N Fillot, P Vergne, D Dureisseix, W Seemann: A nonlinear model order reduction approach to the elastohydrodynamic problem, Tribology International, 2014
H. Hetzler: On the Effect of Non-Smooth Coulomb Damping on Flutter-type Self-Excitation in a Non-Gyroscopic Circulatory 2-DoF-System, Nonlinear Dynamics, 2013
B. Wiegert, H. Hetzler, W. Seemann, An Analytical Expression of the Normal Force of Hydrodynamic Line Contacts under Transient Conditions, Tribology International, 2013
B. Wiegert, H. Hetzler, W. Seemann: A Simplified Elastohydrodynamic Contact Model Capturing the
Nonlinear Vibration Behaviour, Tribology International, 2012
H. Hetzler: On the effect of nonsmooth Coulomb friction on Hopf bifurcations in a 1-DoF oscillator with self-excitation due to negative damping
Nonlinear Dynamics, 2012
H. Hetzler, K. Willner: On the influence of contact tribology on brake squeal,
Tribology International, 2011
S.W. van Buuren, H. Hetzler, M. Hinterkausen, W. Seemann:
Novel approach to solve the dynamical porous journal bearing problem,
Tribology International, 2011
H. Hetzler: Bifurcation Analysis for Brake Squeal,
Proceedings of ASME ESDA 2010, Istanbul
H. Hetzler: Resonance and stability of stationary solutions in linear systems of rotating machinery with periodic parameter variations and external excitation,
Proceedings of ISROMAC 13, 2010, Honolulu
H. Hetzler: On self-excited vibrations due to sliding friction in systems of deformable bodies – general formulation and influence of contact properties,
Proceedings of the 7th EUROMECH Solid Mechanics Conference, Lisbon, 2009; Paper (pdf), Slides (pdf)
H. Hetzler: On self-excited vibrations due to sliding friction in systems of deformable bodies – general formulation and influence of contact properties
Proceedings of the 7th International Symposium of Vibrations of Continuous Systems (ISVCS 7), Zakopane/Poland, 2009; Paper (http://www.isvcs.org/ISVCS7-Proceedings.pdf), Slides (pdf)
H. Hetzler: On Moving Continua with Contacts and Sliding Friction: Modeling, General Properties and Examples
International Journal of Solids and Structures, DOI: 10.1016/j.ijsolstr.2009.01.037
A. Boyaci, H. Hetzler, W. Seemann, C. Proppe, J. Wauer: Analytical bifurcation analysis of a rotor supported by floating ring bearings
Journal of Nonlinear Dynamics, DOI: 10.1007/s11071-008-9403-x
H. Hetzler, W. Seemann: Friction Induced Vibrations: Oscillatory Instability with Dissipative and Gyroscopic Influences
VDI-Berichte 2022, S. 179 - 194, VDI Verlag, 2007; Paper(pdf), Slides (pdf)
H. Hetzler, W. Seemann: Friction Induced Brake Vibrations at Low Speeds: Experiments, State-Space Reconstruction and Implications on Modelling
Proceedings of ASME IMECE 2006, Chicago, USA (IMECE2006-14034), Slides (pdf)
H. Hetzler, D. Schwarzer, W. Seemann: Steady-state stability and bifurcations of friction oscillators due to velocity dependent friction
Proceedings of the Institution of Mechanical Engineering - Part K: Journal of Multi-body Dynamics
H. Hetzler, D. Schwarzer, W. Seemann: Analytical investigation of steady-state stability and Hopf-bifurcations occuring in sliding friction oscillators with application to low-frequency disc brake noise
Communications in Nonlinear Sciences and Numerical Simulation (CNSNS), Volume 12, Issue 1, 2007, Elsevier
H. Hetzler, W. Seemann, D. Schwarzer: Analytical investigation of Hopf Bifurcations occuring in a 1DOF sliding-friction oscillator with application to disc-brake vibrations
Proceedings of ASME IDETC 2005, Long Beach, USA (DETC2005-84312)
W.V. Wedig, H. Hetzler: Non-smooth stochastic systems in vertical dynamics of cars
Journal of Applied Mathematics, ARC-2004-Special issue 6
Proceedings
H. Hetzler:
Stability and Bifurcation of Equilibria in the Presence of Non-Smooth Damping due to Coulomb Friction,
Proc. of 11th Intl. Conf. on Vibration Problems (ICOVP), Lisbon, 2013
D. Maier, C. Hager, H. Hetzler, N. Fillot, Ph. Vergne, D. Dureisseix, W. Seemann:
Model order reduction on stationary and dynamical isothermal Newtonian EHD contacts,
Proc. of Leeds-Lyon-Symposium on Tribology, Lyon, 2013
D. Savio, N. Fillot, Ph. Vergne, H. Hetzler, W. Seemann, R. Pasaribu, G.E. Morales-Espejel, et.al.:
Multi-scale modeling of lubricated contacts: a study on the velocity boundary condition at the wall-fluid Interface,
Proc. of 5th World Tribology Congress, Turin, 2013
H. Hetzler:
Friction induced vibrations under the influence of Joint-damping
Proc. of EUROBRAKE 2013, 2013, Dresden
K. Bach, H. Hetzler, W. Seemann:
Dynamic stability of a steady flow in a planar channel
In Proc. of the 10th International Conference on Vibration Problems (ICOVP), Springer Proceedings in Physics, Vol. 139, 2011
H. Vogt, H. Hetzler, W. Seemann
Analytical Investigations on Vertical Dynamics and Tire Forces of Road Vehicles with Nonlinear Suspensions,
Proc. of EUROMECH Nonlinear Oscillations Conference (ENOC) 2011, Rome
H. Hetzler
On the Approximtion of Limit-Cycles in N-DoF Systems near Hopf-Bifurcations
Proc. of EUROMECH Nonlinear Oscillations Conference (ENOC) 2011, Rome
H. Vogt, H. Hetzler, W. Seemann:
On the influence of design parameters and nonlinearities in vehicle suspensions on road deformation
In Proc. in Applied Mathematics and Mechanics (PAMM), 11, 2011
B. Wiegert, H. Hetzler and W.Seemann:
A comparison between elastohydrodynamic and dry hertzian line contacts with regard to their nonlinear vibration behaviour
In Proc. in Applied Mathematics and Mechanics (PAMM), 11, 2011
K. Bach, H. Hetzler, W. Seemann:
On stability and self-excited vibrations in fluid-structure-interaction
In Proc. in Applied Mathematics and Mechanics (PAMM), 11, 2011
C. Körner; H. Hetzler; W. Seemann:
Nonlinear vibrational behaviour of an elasto-pneumatic training tool,
Proceedings of 10th International Conference on Vibrational Problems (ICOVP), Prag, Czech Republic, September 2011.
K. Bach, H. Hetzler, W. Seemann: Stability of a steady flow guided by flexible walls,
Proceedings in Applied Mathematics and Mechanics (PAMM) 9(1), 2010
F. Bauer, H. Hetzler, A. Pagel, W. Seemann: Do Non-linearities Enhance Stability of Bipedal Locomotion?,
Proceedings of SIMPAR 2010, Darmstadt
H. Hetzler: A Perturbation Approach to Bifurcation Analysis and Limit-Cycle Amplitudes for Brake Squeal Problems,
Proceedings of 8th Intl. Conference on Numerical Analysis and Applied Mathematics (ICNAAM) 2010, Rhodes / Greece
H. Hetzler
On the influence of contact mechanics on friction induced flutter instability,
Proceedings in Applied Mathematics and Mechanics (PAMM) 9(1), 2010
D. Schwarzer, H. Hetzler, W. Seemann: Bifurcation Behavior of a 1 DOF Sliding Friction Oscillator
Proceedings in Applied Mathematics and Mechanics (PAMM), Vol.6, Issue 1, Seiten 331-332, 2006, Wiley InterScience
W. Seemann, H. Hetzler: Disc brake vibration at very low driving velocities
Proceedings on Advanced Problems in Mechanics (APM) Conference 2004, St. Petersburg
Betreute Lehrveranstaltungen
SS 14 |
Technische Mechanik II für Wirtschaftsingenieure, Elektrotechniker, Ingenieurpädagogen |
WS 13/14 | Technische Mechanik I für Wirtschaftsingenieure, Lehramt NWT Dynamik mechanischer Systeme mit tribologischen Kontakten Kompetenzsprechstunde |
SS 13 |
Technische Mechanik II für Wirtschaftsingenieure, Elektrotechniker, Ingenieurpädagogen |
WS 12/13 | Technische Mechanik I für Wirtschaftsingenieure, Lehramt NWT Kompetenzsprechstunde |
SS 12 | Technische Mechanik IV Schwingungstechnisches Praktikum |
WS 11/12 | Kontinuumsschwingungen |
SS 11 | Dynamik mechanischer Systeme mit tribologischen Kontakten |
WS 10/11 | Kontinuumsschwingungen |
SS 10 | Dynamik mechanischer Systeme mit tribologischen Kontakten Technische Mechanik für Wirtschaftsingenieure II (Kinetik) |
WS 09/10 | Schwingungstechnisches Praktikum |
SS 09 | Dynamik mechanischer Systeme mit tribologischen Kontakten |
WS 08/09 | Schwingungstechnisches Praktikum |
WS 07/08 | Übung Technische Schwingungslehre |
SS 07 | Übung TM III.2 |
WS 06/07 | Übung TM III.1 Schwingungstechnisches Praktikum |
SS 06 | Übung Mathematische Methoden der Schwingungslehre |
WS 05/06 | Übung Mathematische Methoden der Dynamik |
SS 05 | Übung TM III.1 Tutorial TM III.1 |
WS 04/05 | Übung TM III.2 Tutorial EM III.2 Schwingungstechnisches Praktikum |
SS 04 | TM für Wirtschaftsingenieure II |
WS 03/04 | Saalübung Softwaretools der Mechatronik TM für Wirtschaftsingenieure I |
SS 03 | Digitalrechner-Praktikum |