Structural damping determination by finite element approach
โ Scribed by G.D. Gounaris; N.K. Anifantis
- Publisher
- Elsevier Science
- Year
- 1999
- Tongue
- English
- Weight
- 165 KB
- Volume
- 73
- Category
- Article
- ISSN
- 0045-7949
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โฆ Synopsis
An iterative numerical method is described by which the non-linear material damping of a structural member can be evaluated in a simple way. It is shown that the results of a conventional ยฎnite element approach can be combined with the damping-stress function, which is assumed to be known from experimental data, to obtain the loss factor of a particular structure. For this reason the dynamic stiness concept is utilized in which the imaginary part of the modulus of elasticity is a function of stress range. Since stress amplitude depends also on the amount of damping present in structure, a numerically iterative scheme is developed for the computation of the non-linear structural damping. Independently of the type of intercoupling between stress distribution function and damping-stress function, suitable solutions may be obtained to yield the loss factor of a particular member. This fast converging approach is accurate, stable and may be generalized to evaluate the loss factor for any structure.
๐ SIMILAR VOLUMES
Application of the รฟnite element method to Koiter's asymptotic postbuckling theory often leads to numerical problems. Generally it is believed that these problems are due to locking of non-linear terms of di erent orders. A general method is given here that explains the reason for the numerical prob