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The vibration of a flexible shaft coupled with multiple flexible disks is investigated by using a substructure synthesis technique with the assumed modes methods to be compared with experimental results.
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We can also do this alignment using a substructure.
A substructure graph can be formulated by using a substructure pattern language like SMILES Arbitrary Target Specification (SMARTS) [25], Sybyl Line Notation (SLN) [26] or Wiswesser Line Notation (WLN) [27].
Moreover, the domain of analysis is divided into substructures using a substructure method combined with the homogenization theory, significantly reducing the computational costs.
A substructure synthesis method with the joint effects included was used to check the extracted values.
This paper presents a substructure synthesis method for the dynamic simulation of complex structures, where the structures consist of an assemblage of discrete substructures.
The natural frequencies and modes of the longitudinal coupled vibrations in a flexible shaft with multiple flexible disks are determined through a substructure synthesis technique.
In the present paper, a substructure synthesis technique is applied to the modelling of the bending coupled dynamics of a spinning shaft/disk system with disk flexibility considered.
Based on a new variational principle in the time domain, a substructure synthesis method is developed for non-symmetric viscoelastic systems without precluding a symmetric formulation.
A substructure synthesis method based on state space mathematics is proposed for the eigensolution of axisymmetric joined/hermetic thin shell structures.
We further used a substructure based approach to understand common substructures potentially contributing to the activity.
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