Paper Information

Journal:   JOURNAL OF SOLID MECHANICS   2019 , Volume 11 , Number 2; Page(s) 440 To 453.
 
Paper: 

Influence of Viscoelastic Foundation on Dynamic Behaviour of the Double Walled Cylindrical Inhomogeneous Micro Shell Using MCST and with the Aid of GDQM

 
 
Author(s):  MOHAMMADI A., LASHINI H., HABIBI M., SAFARPOUR H.*
 
* Faculty of Engineering, Department of Mechanics, Imam Khomeini International University, Qazvin, Iran
 
Abstract: 
In this article, dynamic modeling of double walled cylindrical functionally graded (FG) microshell is studied. Size effect of double walled cylindrical FG microshell are investigated using modified couple stress theory (MCST). Each layer of microshell is embedded in a viscoelastic medium. For the first time, in the present study, has been considered, FG length scale parameter in double walled cylindrical FG microshells, which this parameter changes along the thickness direction. Taking into consideration the first-order shear deformation theory (FSDT), double walled cylindrical FG microshell is modeled and its equations of motions are derived using Hamilton's principle. The novelty of this study is considering the effects of double layers and MCST, in addition to considering the various boundary conditions of double walled cylindrical FG microshell. Generalized differential quadrature method (GDQM) is used to discretize the model and to approximate the equation of motions and boundary conditions. Also, for confirmation, the result of current model is validated with the results obtained from molecular dynamics (MD) simulation. Considering length scale parameter (l=R/3) on MCST show, the results have better agreement with MD simulation. The results show that, length, thickness, FG power index, Winkler and Pasternak coefficients and shear correction factor have important role on the natural frequency of double walled cylindrical FG microshell.
 
Keyword(s): Double walled,Functionally graded material,Modified couple stress theory,Vibration analysis,Viscoelastic foundation
 
References: 
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