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
In present work an effective method to research geometrically nonlinear free vibrations of elements ...
In this report bending theory of shells is used to determine the natural frequencies and mode shapes...
This paper presents a follow-up study of a previous work that deals with the free vibration of moder...
The open profile thin elastic wavy shell natural oscillations problem is considered. The proposed me...
A short elaboration of the localized modes of free vibrations of thin elastic shells is presented. A...
The paper reports an effective numerical procedure to solve problems on the free oscillations of iso...
Early R-functions theory [1] combined with variational methods have been applied to linear [2] and n...
AbstractThe present paper investigates natural oscillations and stability of shells of revolution wh...
The first comprehensive study of shallow shell vibrations subjected to as many as 21 possible bounda...
A method is presented for determining the free vibration frequencies of doubly curved, isotropic sha...
This paper is concerned with the free vibrations of circular cylindrical shells with rigid intermedi...
In this thesis the theoretical and experimental work is concerned with cylinders consisting of two ...
Low-frequency vibrations and buckling under an uniform external lateral pressure of a thin cylindric...
The equations of motion for inhomogeneous thin shells of arbitrary derived by Pierce (1993) are spec...
The method for studying the geometrically nonlinear vibrations of functionally graded shallow shells...
In present work an effective method to research geometrically nonlinear free vibrations of elements ...
In this report bending theory of shells is used to determine the natural frequencies and mode shapes...
This paper presents a follow-up study of a previous work that deals with the free vibration of moder...
The open profile thin elastic wavy shell natural oscillations problem is considered. The proposed me...
A short elaboration of the localized modes of free vibrations of thin elastic shells is presented. A...
The paper reports an effective numerical procedure to solve problems on the free oscillations of iso...
Early R-functions theory [1] combined with variational methods have been applied to linear [2] and n...
AbstractThe present paper investigates natural oscillations and stability of shells of revolution wh...
The first comprehensive study of shallow shell vibrations subjected to as many as 21 possible bounda...
A method is presented for determining the free vibration frequencies of doubly curved, isotropic sha...
This paper is concerned with the free vibrations of circular cylindrical shells with rigid intermedi...
In this thesis the theoretical and experimental work is concerned with cylinders consisting of two ...
Low-frequency vibrations and buckling under an uniform external lateral pressure of a thin cylindric...
The equations of motion for inhomogeneous thin shells of arbitrary derived by Pierce (1993) are spec...
The method for studying the geometrically nonlinear vibrations of functionally graded shallow shells...
In present work an effective method to research geometrically nonlinear free vibrations of elements ...
In this report bending theory of shells is used to determine the natural frequencies and mode shapes...
This paper presents a follow-up study of a previous work that deals with the free vibration of moder...