Vibration of skew laminates
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Cited by (19)
Nonlinear free vibration analysis of variable stiffness symmetric skew laminates
2015, European Journal of Mechanics, A/SolidsCitation Excerpt :Hence, one must make use of numerical methods to obtain approximate solutions. The numerical methods which have been proposed for the solution of the linear free vibration of constant stiffness skew laminates are the finite element method (Krishnan and Deshpanda, 1992; Krishna Reddy and Palaninathan, 1999), Ritz method (Kapania and Singhvi, 1992; Anlas and Goker, 2001; Han and Dickinson, 1997), Green's function method (Hosokawa et al., 1996), B-spline Ritz method (Wang, 1997a,b), and finite strip transition matrix method (Ashour, 2009). Nonlinearity arises when the laminate vibrates at large amplitudes.
The free vibration of symmetrically angle-ply laminated fully clamped skew plates
2009, Journal of Sound and VibrationLarge amplitude free flexural vibrations of laminated composite skew plates
2004, International Journal of Non-Linear MechanicsVibration analysis of skew fibre-reinforced composite laminated plates
2001, Journal of Sound and VibrationFree vibration of skew laminates
1999, Computers and StructuresFree vibration of symmetrically laminated skew plates
1997, Journal of Sound and Vibration
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