Viscous - Radial Oscillations As A Result Of Internal Pressure Of The Cylindrical Shell

G.A. Kulmirzayeva

Abstract


In this scientific work be learned the viscous vibrations of the cylindrical shell were studied, while the viscous fluid in the interior was flowing under certain pressure, and the mathematical model of the problem was solved by using the model of integral exchanges and specific issues were solved.      The algebraic equations made using Maple-7 have been removed and the material of the cylindrical shell is argillite and alevrolite, oil is viscous, and graphs are drawn on the results obtained.

Keywords


Shell, cylinder, elastic, fluid, symmetric, pressure, mathematical model, integral substitution, density, argellite, alevrolide, oil, adhesive.

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References


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Kraskevich V.E, Zlenskiy K.Kh, Grechko V.I., Numerical methods in engineering studies, Kiyev Visha School 2007-263p

Khudoynazarov X.X. To the theory of longitudinal-radial oscillations of a circular cylindrical viscoelastic shell with a compressible fluid in it. Dynamics and strength of heavy machines . Dnepropetrovsk. Publishing 1998-53-62p

Khudoynazarov X.X. Unsteady oscillations of three-layer viscoelastic plate . Samarkand state university. Science journal 2018




DOI: http://dx.doi.org/10.52155/ijpsat.v26.1.3015

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