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Analytical solution of transient waves propagation in a thin viscoelastic plate: Part I - Transformed solution, dispersion and attenuation behaviour

Citace: [] ADÁMEK, V., VALEŠ, F., LAŠ, V. Analytical solution of transient waves propagation in a thin viscoelastic plate: Part I - Transformed solution, dispersion and attenuation behaviour. In Book of Abstracts 5th Euromech Solid Mechanics Conference ESMC-5. Thessaloniki: Giapoulis Publishers, 2003. s. 28-29.
Druh: STAŤ VE SBORNÍKU
Jazyk publikace: eng
Anglický název: Analytical solution of transient waves propagation in a thin viscoelastic plate: Part I - Transformed solution, dispersion and attenuation behaviour
Rok vydání: 2003
Místo konání: Thessaloniki
Název zdroje: Giapoulis Publishers
Autoři: Vítězslav Adámek , František Valeš , Vladislav Laš
Abstrakt EN: This work concerns the analytical solution of stress waves propagation in a homogenous isotropic viscoelastic continuum. An infinite thin plate with non-stationary loading applied on its upper face represents the geometry of problem solved. The solution performed is based on the approximate theory of thin plates with corrections. The transforms of plate deflection and deflection angle are the first results of this work. Moreover, the dispersion and attenuation curves are presented and discussed.
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