1. A numerical tool for the design of assembled structures under dynamic loads.
- Author
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Festjens, Hugo, Chevallier, Gaël, and Dion, Jean-luc
- Subjects
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DYNAMIC loads , *JOINTS (Engineering) , *ENERGY dissipation , *NUMERICAL analysis , *SURFACE roughness , *HYPOTHESIS - Abstract
Abstract: Mechanical joints in assembled structures cause energy dissipation due to micro-slip in contact and softening effects that play an important role in the dynamic behavior of such structures. The contact non-linearity is governed by micro and meso-scale parameters (geometry, roughness, local pressure, etc.) and as a result cannot be included in a macro-size model of a whole structure because of the computational cost. The present paper investigates the idea of using the normal modes of the linearized structure as boundary conditions on a detailed model reduced to the joints only. Since contact non-linearities alter mode shapes, they are corrected as vibrational energy increases. The method relies on a corrected quasi-static formulation associated with the Masing hypothesis. These assumptions circumvent considerable numerical expense due to the non-linear dynamics. The formulation of the method is detailed and investigated on a lap-joint benchmark. [Copyright &y& Elsevier]
- Published
- 2013
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