NATURAL OSCILLATIONS OF ELASTIC PLATE LYING IN DEFORMABLE MEDIUM, THREE EDGES ARE SIMPLY SUPPORTED AND OTHER IS FIRMLY FIXED
Yegorychev O. A., Yegorychev O. O., Prokhorova T. V.
The derivation of the frequency equation of natural oscillations of the elastic rectangular plate lying in deformable medium, three edges is simply supported and other is firmly fixed, is described. The proposed methodology is lucid, though, and is associated with certain computational complexity, is allowed virtually anyone the designer to assess the impact of various design parameters on the final values of displacement in the transverse vibrations of the plate.
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UDK: 534-16 Yegorychev O. A., Yegorychev O. O., Poddayeva O. I., Prokhorova T. V. NATURAL OSCILLATIONS OF ELASTIC PLATE LYING IN DEFORMABLE MEDIUM, ONE EDGE IS SIMPLY SUPPORTED AND THREE ARE FIRMLY FIXED Go
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