Analysis and testing on the vibration mode of a metallic hemispher ical shell excited piezoelectr ically
Date Issued
2002-07-31
Date
2002-07-31
Author(s)
周傳心
DOI
902212E002158
Abstract
This paper considers the vibration mode of a
metallic hemispherical shell excited piezoelectrically.
Constitutive equations for a thin
piezoceramic shell with thickness polarization
and electro-covered faces are derived using
Niordson’s shell theory. Coupled electromechanical
equations of motion, describing the
dynamics of the vibrating hemispherical shell,
are derived using Hemilton’s principle,
Rayleigh’s solution of the shell and
Rayleigh-Ritz methods.
Vibration modes and natural frequencies of
the hemispherical shell are numerically
calculated and measured.
metallic hemispherical shell excited piezoelectrically.
Constitutive equations for a thin
piezoceramic shell with thickness polarization
and electro-covered faces are derived using
Niordson’s shell theory. Coupled electromechanical
equations of motion, describing the
dynamics of the vibrating hemispherical shell,
are derived using Hemilton’s principle,
Rayleigh’s solution of the shell and
Rayleigh-Ritz methods.
Vibration modes and natural frequencies of
the hemispherical shell are numerically
calculated and measured.
Subjects
hemispherical shell
piezoceramic
shell electromechanical equations of motion
shell electromechanical equations of motion
Publisher
臺北市:國立臺灣大學應用力學研究所
Type
report
File(s)
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902212E002158.pdf
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Format
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