@article{amp2013142,
author={{Gupta, Arun Kumar and Panwar, Vaibhav},
title={Vibration of Non-Homogeneous Rectangular Plate Having Parabolically Varying Thickness in Both Directions with Exponentially Temperature Distribution},
journal={Applied Mathematics and Physics},
volume={1},
number={4},
pages={94--102},
year={2013},
url={http://pubs.sciepub.com/amp/1/4/2},
abstract={An analysis is presented for frequencies of non-homogeneous rectangular plates of bi-parabolically thickness variation with exponentially temperature distribution on the basis of classical plate theory. An approximate but quiet convenient frequency equation is derived by using Rayleigh-Ritz technique with a two term deflection function. Effect of non-homogeneity together with taper constants and thermal gradient on the natural frequencies of vibration of a clamped rectangular plate on the first two modes of vibration have been analysed. Results are presented in tabular and graphical form both.},
doi={10.12691/amp-1-4-2}
publisher={Science and Education Publishing}
}