Abstract
For the integration of flexible bodies into the multibody simulation the Component Mode Synthesis (CMS) has
been established as a standard reduction tool. In the case of flexible bodies containing joints with a large spatial distribution
the CMS is not suitable. In order to capture the local nonlinearities inside the joints the CMS reduction base is extended with
problem-oriented trial vectors which are computed based on trial vector derivatives. The focus of this contribution is on the
extension of the mentioned reduction method to general multibody dynamic systems. It will be reported how the trial vectors
need to be modified in order to remove the rigid body content. Also the consideration of the contact forces in the vector of
generalized forces will be discussed. Finally the method will be demonstrated on a car pendulum system with a pendulum
designed as a multilayer sheet structure. The time integration is performed with a modified HHT solver. It can be reported,
that the suggested approach gives an excellent balance between accuracy and computational effort.
been established as a standard reduction tool. In the case of flexible bodies containing joints with a large spatial distribution
the CMS is not suitable. In order to capture the local nonlinearities inside the joints the CMS reduction base is extended with
problem-oriented trial vectors which are computed based on trial vector derivatives. The focus of this contribution is on the
extension of the mentioned reduction method to general multibody dynamic systems. It will be reported how the trial vectors
need to be modified in order to remove the rigid body content. Also the consideration of the contact forces in the vector of
generalized forces will be discussed. Finally the method will be demonstrated on a car pendulum system with a pendulum
designed as a multilayer sheet structure. The time integration is performed with a modified HHT solver. It can be reported,
that the suggested approach gives an excellent balance between accuracy and computational effort.
Original language | English |
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Title of host publication | Nonlinear Dynamics |
Subtitle of host publication | Proceedings of the 33rd IMAC, A Conference and Exposition on Structural Dynamics |
Place of Publication | Orlando, USA |
Pages | 441-448 |
Number of pages | 8 |
Volume | Vol. 1 |
Publication status | Published - 2016 |
Fields of Expertise
- Mobility & Production