1 New York, "Theory of plates and shells" McGraw-Hill woi (woi): 1959
2 Kadiri, M. E.,, "The non-linear free vibration of fully clamped rectangular plates second non-linear mode for various plate aspect ratios" 228 : 333-358, 1999
3 Wong, W.O.,, "The effects of distributed mass loading on plate vibration behavior" 577-593, 2002
4 Wong, W.O.,, "The effects of distributed mass loading on plate vibration behavior" 577-593, 2002
5 Haterbouch, M., "The effect of large vibration amplitude on the axisymmetric mode shapes and natural frequencies of clamped thin isotropic circular plates. Part 1 Iterative and explicit analytical solution for non-linear transverse vibrations" 265 : 123-154, 2003
6 Samtech, "Samcef field Manual" 2003
7 Kadiri M.E,, "Improvement of the semi-analytical method based on hamilton’s principle and spectral analysis for determination of the geometrically non-linear response of thin straight structures. Part Ⅲ Steady state periodic forced response of rectangular plates" 1-35, 2003
8 Dunne J.F, "An experimentally verified non-linear damping model for farge amplitude random vibration of a clamped-clamped beam" 215 : 343-379, 1998
9 Doughty, T. A.,, "An Experimental Study of Parametrically Excited Cantilever Beam and System Identification of Nonlinear Modes" 2519-2528, 2003
10 Baker W.E, "Air and internal damping of thin cantilever beams International journal of mechanical science" 9. pp. 743-766. : 1961
1 New York, "Theory of plates and shells" McGraw-Hill woi (woi): 1959
2 Kadiri, M. E.,, "The non-linear free vibration of fully clamped rectangular plates second non-linear mode for various plate aspect ratios" 228 : 333-358, 1999
3 Wong, W.O.,, "The effects of distributed mass loading on plate vibration behavior" 577-593, 2002
4 Wong, W.O.,, "The effects of distributed mass loading on plate vibration behavior" 577-593, 2002
5 Haterbouch, M., "The effect of large vibration amplitude on the axisymmetric mode shapes and natural frequencies of clamped thin isotropic circular plates. Part 1 Iterative and explicit analytical solution for non-linear transverse vibrations" 265 : 123-154, 2003
6 Samtech, "Samcef field Manual" 2003
7 Kadiri M.E,, "Improvement of the semi-analytical method based on hamilton’s principle and spectral analysis for determination of the geometrically non-linear response of thin straight structures. Part Ⅲ Steady state periodic forced response of rectangular plates" 1-35, 2003
8 Dunne J.F, "An experimentally verified non-linear damping model for farge amplitude random vibration of a clamped-clamped beam" 215 : 343-379, 1998
9 Doughty, T. A.,, "An Experimental Study of Parametrically Excited Cantilever Beam and System Identification of Nonlinear Modes" 2519-2528, 2003
10 Baker W.E, "Air and internal damping of thin cantilever beams International journal of mechanical science" 9. pp. 743-766. : 1961
11 Gorman, D.J.,, "Accurate free vibration analysis of the orthotropic cantilever plate" 181 : 605-618, 1995