The linear and non-linear dynamic behavior of plates at elevated temperatures are examined. Analytical solutions for the buckling and post-buckling behavior are obtained. A general formula is then presented which links the fundamental frequency of vibration to the critical buckling temperature and the corresponding frequency of the unheated plate. The behavior of certain visco-elastic plates is also considered and a criterion for thermal buckling is presented. The analysis may be interpreted as an extension of Williams analysis of long narrow plates, for plates of finite aspect ratio. © 1980.link_to_subscribed_fulltex
This paper presents an experimental investigation on vibrations of heated composite plates leading t...
Plates are being increasingly used in the aeronautical and aerospace industry as well as in other fi...
In this paper, the buckling of a functionally graded plate is studied by using first order shear def...
Detailed consideration is given to the modes and frequencies of a free rectangular Kirchoff plate su...
The fundamental equation of nonlinear flexural vibration for a rectangular elastic plate, subjected ...
For thin-walled structures invariably exposed to thermal and noise environment, their dynamic respon...
Dynamics of a nonlinear circular Midlin plate is studied in the paper. The mathematical model repres...
Visco- Elastic Plates are being increasingly used in the aeronautical and aerospace industry as well...
A thermal buckling analysis of functionally graded thick rectangular plates accord¬ing to von Karman...
Axisymmetric vibrations of a statically buckled polar orthotropic circular plate due to uniform temp...
The nonlinear models of the elastic and elastic-linear strain-hardening square plates with four immo...
© 2020 by the authors. Functionally graded square and rectangular plates of different thicknesses pl...
A mathematical model is presented for the use of engineers, technocrats and research workers in spac...
Effects of temperature on buckling and post-buckling behavior of reinforced and unstiffened composit...
In this work, geometrically nonlinear vibrations of fully clamped rectangular plates subjected to th...
This paper presents an experimental investigation on vibrations of heated composite plates leading t...
Plates are being increasingly used in the aeronautical and aerospace industry as well as in other fi...
In this paper, the buckling of a functionally graded plate is studied by using first order shear def...
Detailed consideration is given to the modes and frequencies of a free rectangular Kirchoff plate su...
The fundamental equation of nonlinear flexural vibration for a rectangular elastic plate, subjected ...
For thin-walled structures invariably exposed to thermal and noise environment, their dynamic respon...
Dynamics of a nonlinear circular Midlin plate is studied in the paper. The mathematical model repres...
Visco- Elastic Plates are being increasingly used in the aeronautical and aerospace industry as well...
A thermal buckling analysis of functionally graded thick rectangular plates accord¬ing to von Karman...
Axisymmetric vibrations of a statically buckled polar orthotropic circular plate due to uniform temp...
The nonlinear models of the elastic and elastic-linear strain-hardening square plates with four immo...
© 2020 by the authors. Functionally graded square and rectangular plates of different thicknesses pl...
A mathematical model is presented for the use of engineers, technocrats and research workers in spac...
Effects of temperature on buckling and post-buckling behavior of reinforced and unstiffened composit...
In this work, geometrically nonlinear vibrations of fully clamped rectangular plates subjected to th...
This paper presents an experimental investigation on vibrations of heated composite plates leading t...
Plates are being increasingly used in the aeronautical and aerospace industry as well as in other fi...
In this paper, the buckling of a functionally graded plate is studied by using first order shear def...