Add to ORKGA short elaboration of the localized modes of free vibrations of thin elastic shells is presented. A two-dimensional system of equations based on the Kirchhoff–Love hypotheses is used. Asymptotic expansions for the natural frequencies and for the corresponding vibration modes in power series of the relative shell thickness are constructed
Dispersion of elastic waves in a thin orthotropic cylindrical shell is considered, within the framew...
The equations of motion for inhomogeneous thin shells of arbitrary derived by Pierce (1993) are spec...
This review article documents recent developments in the free vibration analysis of thin, moderately...
Low-frequency vibrations and buckling under an uniform external lateral pressure of a thin cylindric...
A new asymptotic approximation of the dynamic equations in the two-dimensional classical theory of t...
Vibration properties of thin cylindrical shells on an elastic foundation coupled with multiple discr...
The effects of large vibration amplitudes on the first and second coupled radial-circumferential mod...
AbstractThe asymptotic behaviour of the smallest eigenvalue in linear Koiter shell problems is studi...
Using an asymptotic series approach, a thick shell theory is proposed for doubly curved sheIls with ...
Free interfacial vibrations of closed and non-closed infinite cylindrical shells composed of two sem...
An algorithm for the asymptotic solution of boundary value problems involving vibrations of thin cyl...
The paper reports an effective numerical procedure to solve problems on the free oscillations of iso...
We consider the free vibration problem of thin shells of revolution of constant type of geometry, fo...
AbstractThis paper is devoted to the derivation and the analysis of vibrations of shallow spherical ...
The open profile thin elastic wavy shell natural oscillations problem is considered. The proposed me...
Dispersion of elastic waves in a thin orthotropic cylindrical shell is considered, within the framew...
The equations of motion for inhomogeneous thin shells of arbitrary derived by Pierce (1993) are spec...
This review article documents recent developments in the free vibration analysis of thin, moderately...
Low-frequency vibrations and buckling under an uniform external lateral pressure of a thin cylindric...
A new asymptotic approximation of the dynamic equations in the two-dimensional classical theory of t...
Vibration properties of thin cylindrical shells on an elastic foundation coupled with multiple discr...
The effects of large vibration amplitudes on the first and second coupled radial-circumferential mod...
AbstractThe asymptotic behaviour of the smallest eigenvalue in linear Koiter shell problems is studi...
Using an asymptotic series approach, a thick shell theory is proposed for doubly curved sheIls with ...
Free interfacial vibrations of closed and non-closed infinite cylindrical shells composed of two sem...
An algorithm for the asymptotic solution of boundary value problems involving vibrations of thin cyl...
The paper reports an effective numerical procedure to solve problems on the free oscillations of iso...
We consider the free vibration problem of thin shells of revolution of constant type of geometry, fo...
AbstractThis paper is devoted to the derivation and the analysis of vibrations of shallow spherical ...
The open profile thin elastic wavy shell natural oscillations problem is considered. The proposed me...
Dispersion of elastic waves in a thin orthotropic cylindrical shell is considered, within the framew...
The equations of motion for inhomogeneous thin shells of arbitrary derived by Pierce (1993) are spec...
This review article documents recent developments in the free vibration analysis of thin, moderately...