Conventional cylindrical shells (made of isotropic materials) filled with or submerged in fluid have been analysed historically by using closed-form solutions or by semi-analytical method. However, these shells suffer from a serious disadvantage of not having sufficient damping, which is crucial in
Elastoacoustic analysis of submerged fluid-filled thin shells
β Scribed by R. A. Jeans; I. C. Mathews
- Publisher
- John Wiley and Sons
- Year
- 1994
- Tongue
- English
- Weight
- 391 KB
- Volume
- 37
- Category
- Article
- ISSN
- 0029-5981
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β¦ Synopsis
The analysis of fluid-filled thin shells is discussed in this paper. It is well known that a boundary element formulation of the exterior acoustic problem becomes ill-conditioned at certain critical frequencies. For a coupled boundary-element/finite element formulation of the coupled elastoacoustic problem the formulation suffers from the same numerical illconditioning. However, for fluid-filled thin shell problems the resulting coupled formulation is unique at all frequencies. In this paper the condition numbers of the coupled and uncoupled formulations are calculated and the uniqueness of the coupled formulation is demonstrated for submerged fluid-filled thin shells.
π SIMILAR VOLUMES
By the introduction of two displacement functions, the non-axisymmetric free vibrations of a complete thin isotropic spherical shell submerged in a compressible fluid medium are successfully investigated. It is found that there exist two classes of free vibrations : the first class is not affected b
The complete three-dimensional interaction between a spherical shock wave and a submerged #uid-"lled elastic circular cylindrical shell is considered. A hybrid analytical}numerical solving procedure is established. An exact analytical solution in the form of double Fourier series with time-depending