The derivation of fundamental equations needed to investigate the free vibrations of thin pre-twisted plates is presented in this paper. Firstly, the strain-displacement relationships are derived by employing assumptions of the thin shell theory, and their simplified forms are proposed for plates having relatively large length-to-width ratios. Next, the principle of virtual work for the free vibration of the thin pre-twisted plates is formulated. The equation derived will be used to analyze the free vibrations of the thin pre-twisted plates by the Rayleigh-Ritz procedure
The analysis and design of lightweight plate structures require efficient computational tools, becau...
In the article, the authors present their new formulation of the problem of the boundary value of na...
The analysis and design of lightweight plate structures require efficient computational tools, becau...
The derivation of fundamental equations needed to investigate the free vibrations of thin pre-twiste...
Free vibrations of twisted cantilevered thin plates having thickness varying in two directions are i...
The present paper deals with the free vibration of cylindrical panels by using the Rayleigh-Ritz met...
In this paper, a simple to use and single variable refined theory for free vibrations of a plate is ...
This article aims at analytically solving the free vibration problem of rectangular thin plates with...
The free flexural vibration of thick skew plates is considered. The total energy functional is deriv...
This paper aims to present comprehensive lists of accurate natural frequencies of isotropic thin fre...
This paper aims to present comprehensive lists of accurate natural frequencies of isotropic thin fre...
none2noThe analysis and design of lightweight plate structures require efficient computational tools...
In this study, the free vibration analysis of cantilever isotropic thin plate, which is a large defl...
In this study, the free vibration analysis of cantilever isotropic thin plate, which is a large defl...
A generalized Fourier series solution based on the first-order shear deformation theory is presented...
The analysis and design of lightweight plate structures require efficient computational tools, becau...
In the article, the authors present their new formulation of the problem of the boundary value of na...
The analysis and design of lightweight plate structures require efficient computational tools, becau...
The derivation of fundamental equations needed to investigate the free vibrations of thin pre-twiste...
Free vibrations of twisted cantilevered thin plates having thickness varying in two directions are i...
The present paper deals with the free vibration of cylindrical panels by using the Rayleigh-Ritz met...
In this paper, a simple to use and single variable refined theory for free vibrations of a plate is ...
This article aims at analytically solving the free vibration problem of rectangular thin plates with...
The free flexural vibration of thick skew plates is considered. The total energy functional is deriv...
This paper aims to present comprehensive lists of accurate natural frequencies of isotropic thin fre...
This paper aims to present comprehensive lists of accurate natural frequencies of isotropic thin fre...
none2noThe analysis and design of lightweight plate structures require efficient computational tools...
In this study, the free vibration analysis of cantilever isotropic thin plate, which is a large defl...
In this study, the free vibration analysis of cantilever isotropic thin plate, which is a large defl...
A generalized Fourier series solution based on the first-order shear deformation theory is presented...
The analysis and design of lightweight plate structures require efficient computational tools, becau...
In the article, the authors present their new formulation of the problem of the boundary value of na...
The analysis and design of lightweight plate structures require efficient computational tools, becau...