Abstract

We investigated unsteady elastic diffusion vibrations of a rectangular isotropic Timoshenko plate. For the mathematical problem formulation, a model of coupled elastic diffusion processes in a multicomponent continuum is used. Using the d'Alembert variational principle, the equations of transverse vibrations of a rectangular isotropic Timoshenko plate taking into account diffusion are obtained from this model. An initialboundary value problem of a simply supported plate bending is formulated.

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Published on 12/07/21
Submitted on 12/07/21

Volume IS32 - Mathematical Models and Investigation Methods of Coupled Nonlinear Mechanical Systems, 2021
Licence: CC BY-NC-SA license

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