The open profile thin elastic wavy shell natural oscillations problem is considered. The proposed method for determining the numerical values of the lowest frequencies and the corresponding forms of natural vibrations of shells with a complicated shape is based on the Rayleigh-Ritz energy method. The results of numerical calculation for a thin wavy shell with a rigidly pinched lower contour are presented
A method is presented for determining the free vibration frequencies of doubly curved, isotropic sha...
Natural vibrations of isotropic shallow shells with given plan form and different boundary condition...
The paper considers the natural oscillations of shell structures. In general, these structures are a...
The open profile thin elastic wavy shell natural oscillations problem is considered. The proposed me...
The paper reports an effective numerical procedure to solve problems on the free oscillations of iso...
The first comprehensive study of shallow shell vibrations subjected to as many as 21 possible bounda...
A short elaboration of the localized modes of free vibrations of thin elastic shells is presented. A...
This paper is concerned with the free vibrations of circular cylindrical shells with rigid intermedi...
The subject matter of this report is the vibrating behavior of thin shells of revolution when the ge...
AbstractThe present paper investigates natural oscillations and stability of shells of revolution wh...
An analytical method is derived for the vibration analysis of doubly curved shallow shells with arbi...
The present paper investigates natural oscillations and stability of shells of revolution which are ...
In this paper, the integro-differential equations of natural oscillations of a viscoelastic ribbed t...
This paper presents the free vibration of thin doubly-curved shallow shells of rectangular planform....
This thesis is devoted to investigate the capability of the Superposition Method for obtaining the t...
A method is presented for determining the free vibration frequencies of doubly curved, isotropic sha...
Natural vibrations of isotropic shallow shells with given plan form and different boundary condition...
The paper considers the natural oscillations of shell structures. In general, these structures are a...
The open profile thin elastic wavy shell natural oscillations problem is considered. The proposed me...
The paper reports an effective numerical procedure to solve problems on the free oscillations of iso...
The first comprehensive study of shallow shell vibrations subjected to as many as 21 possible bounda...
A short elaboration of the localized modes of free vibrations of thin elastic shells is presented. A...
This paper is concerned with the free vibrations of circular cylindrical shells with rigid intermedi...
The subject matter of this report is the vibrating behavior of thin shells of revolution when the ge...
AbstractThe present paper investigates natural oscillations and stability of shells of revolution wh...
An analytical method is derived for the vibration analysis of doubly curved shallow shells with arbi...
The present paper investigates natural oscillations and stability of shells of revolution which are ...
In this paper, the integro-differential equations of natural oscillations of a viscoelastic ribbed t...
This paper presents the free vibration of thin doubly-curved shallow shells of rectangular planform....
This thesis is devoted to investigate the capability of the Superposition Method for obtaining the t...
A method is presented for determining the free vibration frequencies of doubly curved, isotropic sha...
Natural vibrations of isotropic shallow shells with given plan form and different boundary condition...
The paper considers the natural oscillations of shell structures. In general, these structures are a...