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Damping Evaluating of Laminated Beams by Dynamic Analysis

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Abstract (2. Language): 
The paper presents an analysis of the damping of laminated materials with four different stacking sequences. The impulse technique was chosen to perform modal analysis of the ease of implementation and quickness of the test. The numerical analysis is performed by the finite element method using beam element. The results obtained are compared with the experimental responses in frequency of the structure. The decrease in frequency for different rates of loading shows the loss of stiffness for all studied materials. The structural damping of the different beams is extracted from a finite element modelling and evaluated from a handling of damaged and undamaged modal energies.
84-89

REFERENCES

References: 

[1] J.M. Berthelot, Composite materials, Mechanical behaviour and structural analysis, New York: Springer; 1999.
[2] R.F. Gibson, R.A. Plunkett, “Dynamic stiffness and damping of fibre-reinforced composite materials,” Shock Vibration Digest; 9(2):9-17, 1977.
[3] R.F. Gibson, D.G. Wilson, “Dynamic mechanical properties of fibre-reinforced composite materials,” Shock Vibration Digest; 11(10):3-11, 1979.
[4] R.D. Adams, D.G.C. Bacon, “Effect of fibre orientation and laminate geometry on the dynamic properties of CFRP,” J Compos Mater; 7:402-8, 1973.
[5] R.G. Ni, R.D. Adams, “The damping and dynamic moduli of symmetric laminated composite beams. Theoretical and experimental results,” Compos Sci Technol; 18:104-21, 1984.
[6] R.D. Adams, M.R. Maheri, “Dynamic flexural properties of anisotropic fibrous composite beams,” Compos Sci Technol; 50:497-514, 1994.
[7] D.X. Lin, R. Ni and R.D. Adams, “Prediction and measurement of the vibrational parameters of carbon and glass-fibre reinforced plastic plates,” J Compos Mater; 18:132-52, 1984.
[8] M.R. Maheri, R.D. Adams, “Finite element prediction of modal response of damped layered composite panels,” Compos Sci Technol; 55:13-23, 1995.
[9] J.H. Yim, “A damping analysis of composite laminates using the closed form expression for the basic damping of Poisson’s ratio,” Compos Struct 1999; 46:405-11.
[10] J.H. Yim, B.Z. Jang, “An analytical method for prediction of the damping in symmetric balanced laminates composites,” Polymer Compos; 20(2):192-9, 1999.
[11] J.H. Yim, Jr. J.W. Gillespie, “Damping characteristics of 0° and 90° AS4/3501-6 unidirectional laminates including the transverse shear effect,” Compos struct; 50:217-25, 2000.
[12] D. Young, “Vibration of rectangular plates by the Ritz method,” J Appl Mech; 17:448- 53, 1950.
[13] J.M. Berthelot, Y. Sefrani, “Damping analysis of unidirectional glass and Kevlar fibre composites,” Compos Sci Technol; 64:1261-78, 2004.
[14] ] J.M. Berthelot, “Damping analysis of laminated beams and plates using the Ritz method,” Compos Struct; 74:186-201, 2006.
[15] H.A. Whitworth, “A stiffness degradation model for composite laminates under fatigue loading,” Compos Struct; 40(2):95-101, 1998.
[16] H.A. Whitworth, “Evaluation of residual strength degradation in composite laminates under fatigue loading,” Compos Struct; 48:261-264, 2000.
[17] M.N. Amrane, F. Sidoroff, “Residual modal energy evaluating of fatigue damaged composite structure,” Mechanika, 17(1): 45-49, 2011.

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