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A meshfree radial point interpolation method for free vibration of laminated composite plates analysis based on layerwise theory

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conference contribution
posted on 15.09.2021, 02:06 by Dao PhanDao Phan
A meshfree radial point interpolation method for free vibration analysis of laminated composite plates is presented in this paper. The idea approach bases on integrating a layerwise theory with the RPIM shape function constructed by the modified Gaussian function. In the layerwise theory, proposed by Ferreira A.J.M. [1] in 2005, the displacement field is assumed first-order shear deformation theory (FSDT) with independent rotations in each layer, and imposed displacement continuity at contact position of the layers interfaces. Hereby, that easily improves the accuracy of transverse shear stresses and the using of shear correction factors is not required. The high performances of present method are considered by investigating characteristic properties of laminated composite through numerical examples. The obtained results are discussed and compared with other previous solutions in the literature.

History

Publication Date

14/03/2016

Proceedings

Proceeding of Sustainable Development of Civil, Urban and Transportation Engineering Conference (CUTE 2016)

Editors

Kohoutkova, A Wets G Yasar A Trinh TA

Publisher

Elsevier

Place of publication

Amsterdam, Netherlands

Series

Procedia Engineering

Volume

142

Pagination

8p. (p. 349-356)

ISBN-13

9781510822221

ISSN

1877-7058

Name of conference

The International Conference on Sustainable Development of Civil, Urban and Transportation Engineering (CUTE)

Location

Ho Chi Minh, Vietnam

Starting Date

11/04/2016

Finshing Date

14/04/2016

Rights Statement

The Author reserves all moral rights over the deposited text and must be credited if any re-use occurs. Documents deposited in OPAL are the Open Access versions of outputs published elsewhere. Changes resulting from the publishing process may therefore not be reflected in this document. The final published version may be obtained via the publisher’s DOI. Please note that additional copyright and access restrictions may apply to the published version.

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