The parametric resonance of rotating cylindrical shells under periodic axial loading is investigated. The formulation is based on the dynamic version of Donnell's equation for thin rotating cylindrical shells. A modified assumed-mode method is used to reduce the partial differential equations of mot
VIBROACOUSTIC ANALYSIS OF A FLUID-LOADED CYLINDRICAL SHELL EXCITED BY A ROTATING LOAD
β Scribed by C.J WU; H.L CHEN; X.Q HUANG
- Publisher
- Elsevier Science
- Year
- 1999
- Tongue
- English
- Weight
- 200 KB
- Volume
- 225
- Category
- Article
- ISSN
- 0022-460X
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β¦ Synopsis
A modal analysis study is presented to evaluate the vibroacoustic behaviour of a cylindrical thin elastic shell of "nite length, extended by two semi-in"nite perfectly re#ecting cylinders. The shell is immersed in a stationary and non-viscous #uid extending up to in"nity, and excited by a constant point load travelling continuously along the circumferential direction at a rotating speed . An expression of modal displacement amplitude of the submerged shell is given, which shows that the shell is exclusively excited only when the circumferential mode order n equals the harmonic order N of the rotating load. For this rotating excitation, the vibration and radiation critical speeds are identi"ed. Extensive numerical results are also presented to illustrate the comparison of vibration and sound radiation ability in two di!erent #uids, which show that the behaviour of the shell in water is very di!erent from that of the one in air.
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