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Two-way coupled MBD–DEM modeling and experimental validation for the dynamic response of mechanisms containing damping particles

•Propose a coupled MBD-DEM model to solve granule-structure interaction problems.•Validate the model by free vibration tests of mechanisms with damping particles.•Produce reasonable to good agreement on the interaction behavior and load transfer.•Adding damping particles to mechanisms reduces the ac...

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Bibliographic Details
Published in:Mechanism and machine theory 2021-05, Vol.159, p.104257, Article 104257
Main Authors: Wu, Yu-Ren, Chung, Yun-Chi, Wang, I-Cheng
Format: Article
Language:English
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Summary:•Propose a coupled MBD-DEM model to solve granule-structure interaction problems.•Validate the model by free vibration tests of mechanisms with damping particles.•Produce reasonable to good agreement on the interaction behavior and load transfer.•Adding damping particles to mechanisms reduces the acceleration amplitude. Damping particles can be used to attenuate vibrations in mechanisms. However, damping particles and mechanical parts interact in an extremely complex manner, which affects the energy dissipation of the mechanisms. This study proposes two-way coupled models based on Multi-Body Dynamics (MBD) and Discrete Element Method (DEM) to solve granule-structure interaction problems, and uses two sets of experiments to validate the numerical model. Subsequently, the validated coupled MBD–DEM model was used to further investigate the effects of cavity size and chamber number of particle dampers on the dynamic characteristics of mechanisms. Results show that the coupled MBD–DEM simulations reasonably agree with the corresponding experiments. In the mechanism with a particle damper, under the same mass but with different cavity sizes, the effect of vibration reduction follows the sequence: 1/4 box>1/8 box>1/16 box. Under the same mass but with different chamber numbers, the degree of damping follows the sequence: single-chamber box>double-chamber box>triple-chamber box. Adding damping particles to mechanisms does not affect the vibration period, but does reduce the acceleration amplitude.
ISSN:0094-114X
1873-3999
DOI:10.1016/j.mechmachtheory.2021.104257