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On the effect of non-smooth Coulomb damping on flutter-type self-excitation in a non-gyroscopic circulatory 2-DoF-system

Nonlinear dynamics, 2013-08, Vol.73 (3), p.1829-1847

Hetzler, Hartmut

2013

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Numerical Approximation of LYAPUNOV-Exponents for Quasiperiodic Motions

MATEC Web of Conferences, 2018, Vol.241, p.1009

2018

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A computationally efficient nonlinear foil air bearing model for fully coupled, transient rotor dynamic investigations

Tribology international, 2021-01, Vol.153, p.106434, Article 106434

2021

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An engineering perspective on the numerics of quasi-periodic oscillations

Nonlinear dynamics, 2022-06, Vol.108 (4), p.3927-3950

2022

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Efficient numerical calculation of Lyapunov-exponents and stability assessment for quasi-periodic motions in nonlinear systems

Nonlinear dynamics, 2024, Vol.112 (10), p.8299-8327

2024

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Bifurcations in autonomous mechanical systems under the influence of joint damping

Journal of sound and vibration, 2014-11, Vol.333 (23), p.5953-5969

Hetzler, Hartmut

2014

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Advancements on bifurcation behavior and operational deflection shapes of disk brake creep groan

Journal of sound and vibration, 2022-09, Vol.534, p.116978, Article 116978

2022

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A combined FD-HB approximation method for steady-state vibrations in large dynamical systems with localised nonlinearities

Computational mechanics, 2022-12, Vol.70 (6), p.1241-1256

2022

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The influence of joints on friction induced vibration in brake squeal

Journal of sound and vibration, 2015-03, Vol.340, p.239-252

2015

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On the effect of nonsmooth Coulomb friction on Hopf bifurcations in a 1-DoF oscillator with self-excitation due to negative damping

Nonlinear dynamics, 2012-07, Vol.69 (1-2), p.601-614

Hetzler, Hartmut

2012

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Stationary solutions in applied dynamics: A unified framework for the numerical calculation and stability assessment of periodic and quasi‐periodic solutions based on invariant manifolds

Mitteilungen der Gesellschaft für Angewandte Mathematik und Mechanik, 2023-06, Vol.46 (2), p.n/a

2023

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An engineering perspective on the numerics of quasi-periodic oscillations: A comparison of two hyper-time approaches based on a unified framework

Nonlinear dynamics, 2022-06, Vol.108 (4), p.3927-3950

2022

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Numerical detection of synchronization phenomena in quasi‐periodic solutions

Proceedings in applied mathematics and mechanics, 2023-11, Vol.23 (3), p.n/a

2023

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On a hybrid approximation concept for self‐excited periodic oscillations of large‐scale dynamical systems

Proceedings in applied mathematics and mechanics, 2021-12, Vol.21 (1), p.n/a

2021

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The effect of longitudinal high-frequency in-plane vibrations on a 1-DoF friction oscillator with compliant contact

Nonlinear dynamics, 2017-06, Vol.88 (4), p.3003-3015

2017

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Analytical analysis of the bifurcation behavior of creep groan

Zeitschrift für angewandte Mathematik und Mechanik, 2021-07, Vol.101 (7), p.n/a

2021

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Data Driven prediction of forced nonlinear vibrations using stabilised Autoregressive Neural Networks

Proceedings in applied mathematics and mechanics, 2023-03, Vol.22 (1), p.n/a

2023

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A simplified elastohydrodynamic contact model capturing the nonlinear vibration behaviour

Tribology international, 2013-03, Vol.59, p.79-89

2013

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On moving continua with contacts and sliding friction: Modeling, general properties and examples

International journal of solids and structures, 2009-06, Vol.46 (13), p.2556-2570

Hetzler, Hartmut

2009

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Damping based on electromagnetic induction: A comparison of different minimal models

Proceedings in applied mathematics and mechanics, 2021-01, Vol.20 (1), p.n/a

2021

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On A Hybrid Concept for Approximating Self‐Excited Periodic Oscillations of Large‐Scaled Dynamical Systems

Proceedings in applied mathematics and mechanics, 2021-01, Vol.20 (1), p.n/a

2021

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An asymptotic approximation of the magnetic field and forces in electrical machines with rotor eccentricity

Electrical engineering, 2018-06, Vol.100 (2), p.389-399

2018

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Stability Analysis of Numerically Approximated Quasiperiodic Motions

Proceedings in applied mathematics and mechanics, 2018-12, Vol.18 (1), p.n/a

2018

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Bifurcations and limit cycles due to self‐excitation in nonlinear systems with joint friction: Initialization of isolated solution branches via homotopy methods

Proceedings in applied mathematics and mechanics, 2019-11, Vol.19 (1), p.n/a

2019

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Zur Stabilität von Systemen bewegter Kontinua mit Reibkontakten am Beispiel des Bremsenquietschens

Hetzler, Hartmut

2008

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On the effect of non-smooth Coulomb damping on flutter-type self-excitation in a non-gyroscopic circulatory 2-DoF-system

Numerical Approximation of LYAPUNOV-Exponents for Quasiperiodic Motions

A computationally efficient nonlinear foil air bearing model for fully coupled, transient rotor dynamic investigations

An engineering perspective on the numerics of quasi-periodic oscillations

Efficient numerical calculation of Lyapunov-exponents and stability assessment for quasi-periodic motions in nonlinear systems

Bifurcations in autonomous mechanical systems under the influence of joint damping

Advancements on bifurcation behavior and operational deflection shapes of disk brake creep groan

A combined FD-HB approximation method for steady-state vibrations in large dynamical systems with localised nonlinearities

The influence of joints on friction induced vibration in brake squeal

On the effect of nonsmooth Coulomb friction on Hopf bifurcations in a 1-DoF oscillator with self-excitation due to negative damping

Stationary solutions in applied dynamics: A unified framework for the numerical calculation and stability assessment of periodic and quasi‐periodic solutions based on invariant manifolds

An engineering perspective on the numerics of quasi-periodic oscillations: A comparison of two hyper-time approaches based on a unified framework

Numerical detection of synchronization phenomena in quasi‐periodic solutions

On a hybrid approximation concept for self‐excited periodic oscillations of large‐scale dynamical systems

The effect of longitudinal high-frequency in-plane vibrations on a 1-DoF friction oscillator with compliant contact

Analytical analysis of the bifurcation behavior of creep groan

Data Driven prediction of forced nonlinear vibrations using stabilised Autoregressive Neural Networks

A simplified elastohydrodynamic contact model capturing the nonlinear vibration behaviour

On moving continua with contacts and sliding friction: Modeling, general properties and examples

Damping based on electromagnetic induction: A comparison of different minimal models

On A Hybrid Concept for Approximating Self‐Excited Periodic Oscillations of Large‐Scaled Dynamical Systems

An asymptotic approximation of the magnetic field and forces in electrical machines with rotor eccentricity

Stability Analysis of Numerically Approximated Quasiperiodic Motions

Bifurcations and limit cycles due to self‐excitation in nonlinear systems with joint friction: Initialization of isolated solution branches via homotopy methods

Zur Stabilität von Systemen bewegter Kontinua mit Reibkontakten am Beispiel des Bremsenquietschens

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