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This volume gathers the latest advances, innovations and applications in the field of vibration and technology of machinery, as presented by leading international researchers and engineers at the XV International Conference on Vibration Engineering and Technology of Machinery (VETOMAC), held in Curitiba, Brazil on November 10-15, 2019. Topics include concepts and methods in dynamics, dynamics of mechanical and structural systems, dynamics and control, condition monitoring, machinery and structural dynamics, rotor dynamics, experimental techniques, finite element model updating, industrial case…mehr
This volume gathers the latest advances, innovations and applications in the field of vibration and technology of machinery, as presented by leading international researchers and engineers at the XV International Conference on Vibration Engineering and Technology of Machinery (VETOMAC), held in Curitiba, Brazil on November 10-15, 2019. Topics include concepts and methods in dynamics, dynamics of mechanical and structural systems, dynamics and control, condition monitoring, machinery and structural dynamics, rotor dynamics, experimental techniques, finite element model updating, industrial case studies, vibration control and energy harvesting, and MEMS. The contributions, which were selected through a rigorous international peer-review process, share exciting ideas that will spur novel research directions and foster new multidisciplinary collaborations.
Chapter 1: Stabilization of chaos via strong nonlinearities: the Lorenz-Malkus wheel under Coulomb and hysteresis frictions.- Chapter 2: Drive dynamics of vibratory machines with inertia Excitation. Nikolay.- Chapter 3: Quasiperiodic stability diagram in a nonlinear delayed self-excited oscillator under parametric coupling. Ilham Kirrou and Mohamed Belhaq.- Chapter 4: Harmonic balance of Bouc-Wen model to identify hysteresis effects in bolted Jjints.- Chapter 5: Dynamic friction model study applied to a servo mechanism at low velocities.
Chapter 1: Stabilization of chaos via strong nonlinearities: the Lorenz-Malkus wheel under Coulomb and hysteresis frictions.- Chapter 2: Drive dynamics of vibratory machines with inertia Excitation. Nikolay.- Chapter 3: Quasiperiodic stability diagram in a nonlinear delayed self-excited oscillator under parametric coupling. Ilham Kirrou and Mohamed Belhaq.- Chapter 4: Harmonic balance of Bouc-Wen model to identify hysteresis effects in bolted Jjints.- Chapter 5: Dynamic friction model study applied to a servo mechanism at low velocities.
Chapter 1: Stabilization of chaos via strong nonlinearities: the Lorenz-Malkus wheel under Coulomb and hysteresis frictions.- Chapter 2: Drive dynamics of vibratory machines with inertia Excitation. Nikolay.- Chapter 3: Quasiperiodic stability diagram in a nonlinear delayed self-excited oscillator under parametric coupling. Ilham Kirrou and Mohamed Belhaq.- Chapter 4: Harmonic balance of Bouc-Wen model to identify hysteresis effects in bolted Jjints.- Chapter 5: Dynamic friction model study applied to a servo mechanism at low velocities.
Chapter 1: Stabilization of chaos via strong nonlinearities: the Lorenz-Malkus wheel under Coulomb and hysteresis frictions.- Chapter 2: Drive dynamics of vibratory machines with inertia Excitation. Nikolay.- Chapter 3: Quasiperiodic stability diagram in a nonlinear delayed self-excited oscillator under parametric coupling. Ilham Kirrou and Mohamed Belhaq.- Chapter 4: Harmonic balance of Bouc-Wen model to identify hysteresis effects in bolted Jjints.- Chapter 5: Dynamic friction model study applied to a servo mechanism at low velocities.
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