In this paper, the characteristics of vibrational power #ow in an in"nite elastic circular cylindrical shell "lled with #uid are investigated. The FluK gge thin shell theory and Helmholtz equation are employed respectively in analyzing the wave motion in the shell wall and the sound "eld in the #uid
VIBRATIONS OF CIRCULAR TUBES AND SHELLS FILLED AND PARTIALLY IMMERSED IN DENSE FLUIDS
โ Scribed by M. Amabili
- Publisher
- Elsevier Science
- Year
- 1999
- Tongue
- English
- Weight
- 206 KB
- Volume
- 221
- Category
- Article
- ISSN
- 0022-460X
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โฆ Synopsis
Free vibrations of circular cylindrical shells and tubes completely ยฎlled with a dense ยฏuid and partially immersed in a dierent ยฏuid (liquid) having a free surface are studied. Elastic shell constraints, varying from simply supported to clamped ends are assumed. Fluids are assumed to be stationary, inviscid and incompressible. The ยฏuid outside the shell is assumed to be unlimited in the radial direction and limited in the vertical direction by a rigid bottom and a free surface. The eect of free surface waves is considered, so that both sloshing and bulging modes of the system are investigated. A velocity potential is used to describe the ยฏuid oscillations, and the RayleighยฑRitz method has been extended to the case of ยฏuidยฑstructure interaction to obtain the solution of the coupled system.
๐ SIMILAR VOLUMES
The dynamic characteristics (i.e., natural frequencies and mode shapes) of a partially "lled and/or submerged, horizontal cylindrical shell are examined. In this investigation, it is assumed that the #uid is ideal, and #uid forces are associated with inertial e!ects only: namely, the #uid pressure o
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