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2012
Since material losses of many engineering materials are known to be independent on frequency, the viscous damping is not always appropriate model of damping. In the case of structures, the effect of damping is usually small far from the system resonance.
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Since material losses of many engineering materials are known to be independent on frequency, the viscous damping is not always appropriate model of damping. In the case of structures, the effect of damping is usually small far from the system resonance.
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Formulation and Interpretation of Hysteretic Damping Models for Rotating Machines
2023Francesco D’Alessandro +3 more
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A Calculation Method for Determining the Number of Truncated Modes Based on Hysteretic Damping Model
Journal of Vibration Engineering & Technologies, 2022Panxu Sun +3 more
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Tuned inerter dampers with linear hysteretic damping
Earthquake Engineering and Structural Dynamics, 2020Mahesa Akbar +2 more
exaly
Inerter dampers with linear hysteretic damping for cable vibration control
Engineering Structures, 2021Lin Chen +2 more
exaly
Complex mode superposition method of nonproportionally damped linear systems with hysteretic damping
JVC/Journal of Vibration and Control, 2021, Panxu Sun
exaly
Hysteretic damping in a small-strain stiffness model
2007R Brinkgreve, P Bonnier, M Kappert
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