Axisymmetric Vibrations of a Vessel with Variable Thickness
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概要
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In this paper, the authors investigate the axisymmetric vibrations of a vessel with variable thickness composed of a cylindrical shell and two circular plates as its lids. They obtain the Lagrangian of the vessel expressed by quadratic forms of unknown boundary values and obtain the frequency equations from the minimum condition of the Lagrangian. Effects of the variations of thickness of circular plates and a cylindrical shell, of the length of a cylindrical shell etc.upon natural frequencies and mode shapes are clarified in discussions of numerical results.
- 一般社団法人日本機械学会の論文
著者
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Takahashi Shin
Faculty Of Engineering Yamagata University
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SUZUKI Katsuyoshi
Faculty of Engineering Yamagata University
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KOSAWADA Tadashi
Faculty of Engineering Yamagata University
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KONNO Masanobu
Faculty of Engineering Yamagata University
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