The Influence of First Order Shear Deformation on Dynamic Buckling of Composite Bar

Abstract:

Taking stress wave propagation into account, the governing equations of composite bar with the clamped-fixed boundary conditions considering FSDT (first order shear deformation theory) are derived on the basis of Reddy’ theory and solved by the variable-separated method. The analytic expression of the critical buckling load is obtained basing on the characteristics of homogeneous linear equations having nonzero-solution. The results of the theoretical study and the numerical calculation indicate that FSDT has influence on dynamic buckling of composite bar, and the critical buckling load is small when FSDT is considered. They also show that the magnitude of effect taken by FSDT is small when the layer angle is big.

• Periodical: Applied Mechanics and Materials (Volume 751)
• Pages: 195-199
• DOI: https://doi.org/10.4028/www.scientific.net/AMM.751.195
• Online since: April 2015
• Authors: Long Fei Wang*, Zhi Jun Han, Xiao Peng Yan, Guo Yun Lu
• Keywords: Composite Bar, Dynamic Buckling, Stress Wave, Variable-Separated

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