Edge bending waves on an orthotropic elastic plate resting on the winkler-fuss foundation. | Zendy

Saad Althobaiti | Zendy; Danila Prikazchikov | Zendy

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Edge bending waves on an orthotropic elastic plate resting on the winkler-fuss foundation.

Author(s) -

Saad Althobaiti,

Danila Prikazchikov

Publication year - 2016

Publication title -

mechanics - proceedings of national academy of sciences of armenia

Language(s) - English

Resource type - Journals

eISSN - 1829-3999

pISSN - 0002-3051

DOI - 10.33018/69.1.2

Subject(s) - orthotropic material , foundation (evidence) , enhanced data rates for gsm evolution , bending , structural engineering , physics , materials science , engineering , telecommunications , finite element method , political science , law

The propagation of bending edge waves on an orthotropic plate supported by the Winkler-Fuss foundation subject to free edge boundary conditions is investigated. A dispersion relation is derived, with the analysis revealing a cut-off frequency and a local minimum of the phase velocity. The conventional sinusoidal profile of the eigensolution is then extended to a more general form, with the deflection expressed in terms of a single plane harmonic function.

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