This study introduces the differential transform method (DTM) to analyse the free vibration response of an axially loaded, closed-section composite Timoshenko beam which features material coupling between flapwise bending and torsional vibrations due to ply orientation. The governing differential eq
Dynamic identification of beam axial loads using one flexural mode shape
β Scribed by Nerio Tullini; Ferdinando Laudiero
- Publisher
- Elsevier Science
- Year
- 2008
- Tongue
- English
- Weight
- 998 KB
- Volume
- 318
- Category
- Article
- ISSN
- 0022-460X
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β¦ Synopsis
In the last decades, various methods have been proposed for the experimental evaluation of tensile forces acting in tie-beams of arches and vaults. Moreover, static and dynamic approaches have been formulated to evaluate critical compressive axial forces and flexural stiffness of end constraints. Adopting EulerβBernoulli beam model, this paper shows that, if bending stiffness and mass per unit length of a beam with constant cross-section are known, the axial force and the flexural stiffness of the end constraints can be deduced by one vibration frequency and three components of the corresponding mode shape. Finally, data conditions are given to assess a physically admissible identification of the unknown parameters.
π SIMILAR VOLUMES
In this article, the purpose is to investigate the changes in the magnitude of natural frequencies and modal response introduced by the presence of a crack on an axially loaded uniform Timoshenko beam using a particular member theory. A new and convenient procedure based on the coupling of dynamic s
This paper is concerned with the investigation of the stability behaviour of a pre-twisted beam, subject to a pulsating axial force. The system, consisting of two coupled partial differential equations with time varying coefficients, which govern the small lateral displacements of the beam, is reduc