The damped vibrations of non-homogeneous isotropic elastic infinite plate resting on elastic foundation are studied. The thickness variation is considered parabolically and non-homogeneity variation is taken as exponentially. In this paper a generalized eigenvalue problem is obtained by applying Frobenious method and suitable boundary conditions from which the values of a frequency parameter, deflection function and the corresponding mode shapes of vibration, for specific values of other parameters, are obtained.
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M. Gupta; B. Rani, "Damped Vibrations of Parabolic Tapered Exponentially Non-Homogeneous Isotropic Elastic Infinite Plate Resting On Elastic Foundation", Journal of Ultra Scientist of Physical Sciences, Volume 21, Issue 3, Page Number 681-690, 2018Copy the following to cite this URL:
M. Gupta; B. Rani, "Damped Vibrations of Parabolic Tapered Exponentially Non-Homogeneous Isotropic Elastic Infinite Plate Resting On Elastic Foundation", Journal of Ultra Scientist of Physical Sciences, Volume 21, Issue 3, Page Number 681-690, 2018Available from: https://www.ultrascientist.org/paper/1243/