A Ritz approach, developed for the analysis of the vibration of thin, laminated, rectangular plates, is extended to apply to symmetrically laminated, composite, skew plates. There is relatively little information available on the vibration of such skew plates, despite their increasing use in the aer
Free vibration of skew laminates
โ Scribed by A.R. Krishna Reddy; R. Palaninathan
- Book ID
- 104269050
- Publisher
- Elsevier Science
- Year
- 1999
- Tongue
- English
- Weight
- 443 KB
- Volume
- 70
- Category
- Article
- ISSN
- 0045-7949
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๐ SIMILAR VOLUMES
Free vibrations of a fully clamped symmetrically laminated skew plate are analyzed by a numerical approach in which the Green function for a static bending problem is used. As a numerical example, results are presented for a three-layered symmetrically laminated skew plate. The effects of the skew a
This paper is concerned with the free vibration of skew sandwich plates composed of an orthotropic core and laminated facings. The p-Ritz method has been adopted for the analysis. The Ritz functions are formed from the product of mathematically complete polynomials and boundary equations raised to a
In this paper, the analysis of the free vibration of thin laminated skew plates with fully clamped edges is investigated. The governing differential equation for skew plate is obtained by transforming the differential equation in Cartesian coordinates into skew coordinates. The natural frequencies o