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In this present paper, analytical solutions of the fourth order partial differential equations describing the motion of rectangular orthotropic plate are obtained. An approach involving separation of variables, the Strubles’s asymptotic technique, convolution theory and the application of Laplace transform is developed. The conditions under which the plate will experience resonance phenomenon have been established for the orthotropic plate on constant elastic foundation under moving distributed masses.

Analytical development of Orthotropic plate on Winkler elastic foundation subjected to moving distributed load