Vibrations of conical shells with variable thickness (3rd report, analysis by the higher-order improved theory)

A method is presented for solving the free vibrations of conical shells. Three components of displacements are assumed to have quadratic expressions of thickness. The characteristic equations are solved by a new method. Frequencies and distributions of displacements and stresses are presented and th...

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Published in:Bulletin of the JSME 1986-12, Vol.29 (258), p.4306-4311
Main Authors: Takahashi, S, Suzuki, K, Kosawada, T
Format: Article
Language:English
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container_issue 258
container_start_page 4306
container_title Bulletin of the JSME
container_volume 29
creator Takahashi, S
Suzuki, K
Kosawada, T
description A method is presented for solving the free vibrations of conical shells. Three components of displacements are assumed to have quadratic expressions of thickness. The characteristic equations are solved by a new method. Frequencies and distributions of displacements and stresses are presented and the new method is compared with the Mirsky method and a linear approximation one.
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title Vibrations of conical shells with variable thickness (3rd report, analysis by the higher-order improved theory)
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