Free vibration of plates with arbitrarily oriented stiffeners are studied using high precision plate bending and stiffener elements. Good convergence of frequency values for coarse mesh is demonstrated. Natural frequencies of square plates with various arrangement of stiffeners are determined for both simply supported and clamped boundary conditions
A Ritz method using a set of trigonometric functions is developed to obtain accurate in-plane modal ...
A finite element formulation is developed for analyzing large amplitude free flexural vibrations of ...
Frequencies of free vibration of rectangular plates of arbitrary thickness, with different support c...
In this thesis, numerical data is presented for the natural frequencies of vibrations of rectangular...
Free vibration of a thin rectangular plate stiffened by an arbitrary number of stiffeners parallel t...
This paper aims to present comprehensive lists of accurate natural frequencies of isotropic thin fre...
This paper discusses the fundamental natural frequency of a thin elastic rectangular, isotropic and ...
Transverse vibrations of the structural system described in the title are analyzed by using classica...
Recently, comprehensive research work has been carried out on the free vibration analysis of thick r...
In a previous paper the application of the finite element method to plate vibration problems was dis...
A method of computing the natural frequencies of vibration of flat plates of arbitrary shape is outl...
The large amplitude free flexural vibrations of thin, orthotropic, eccentrically and lightly stiffen...
For the first time to the authors' knowledge, the problem of free vibration of a moderately thick re...
The analytical investigation on the transverse free vibrations of the rectangular plate supported at...
Interest in the free vibration of thin rectangular plates has emerged due to the rapid growth in com...
A Ritz method using a set of trigonometric functions is developed to obtain accurate in-plane modal ...
A finite element formulation is developed for analyzing large amplitude free flexural vibrations of ...
Frequencies of free vibration of rectangular plates of arbitrary thickness, with different support c...
In this thesis, numerical data is presented for the natural frequencies of vibrations of rectangular...
Free vibration of a thin rectangular plate stiffened by an arbitrary number of stiffeners parallel t...
This paper aims to present comprehensive lists of accurate natural frequencies of isotropic thin fre...
This paper discusses the fundamental natural frequency of a thin elastic rectangular, isotropic and ...
Transverse vibrations of the structural system described in the title are analyzed by using classica...
Recently, comprehensive research work has been carried out on the free vibration analysis of thick r...
In a previous paper the application of the finite element method to plate vibration problems was dis...
A method of computing the natural frequencies of vibration of flat plates of arbitrary shape is outl...
The large amplitude free flexural vibrations of thin, orthotropic, eccentrically and lightly stiffen...
For the first time to the authors' knowledge, the problem of free vibration of a moderately thick re...
The analytical investigation on the transverse free vibrations of the rectangular plate supported at...
Interest in the free vibration of thin rectangular plates has emerged due to the rapid growth in com...
A Ritz method using a set of trigonometric functions is developed to obtain accurate in-plane modal ...
A finite element formulation is developed for analyzing large amplitude free flexural vibrations of ...
Frequencies of free vibration of rectangular plates of arbitrary thickness, with different support c...
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