Axisymmetric Vibrations of Thin Shells of Revolution
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概要
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In this paper, we analyze, by using the thin shell theory, the axisymmetric vibrations of thin barrel-like shells of revolution which have been used for pressure vessels of reactor, various chemical devices and others. The equations of motion and boundary conditions are determined from the sationary conditions of the Lagrangian of vibrations during a period of the shell of revolution. The equations of motion are solved exactly by a series solution. As numerical examples, the frequencies and the mode shapes are obtained for symmetric shells with both ends clamped, simply supported and ones with one end clamped and the other simply supported. And the characteristics of the frequencies and the mode shapes are clarified.
- 一般社団法人日本機械学会の論文
著者
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Kikuchi Norio
Faculty Of Engineering Yamagata University
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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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Suzuki Katsuyoshi
Faculty Of Engineering Yamagate University
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Takahashi Shin
Faculty Of Engineering Yamagate University
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SUZUKi Katsuyoshi
Faculty of Engineering, Yamagata University
関連論文
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- Axisymmetric Vibrations of Conical Shells with Variable Thickness
- Vibrations of Conical Shells with Variable Thickness
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- Vibrations of Cylindrical Shells with Varying Thickness
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- Axisymmetric Free Vibrations of Shells of Revolution Having General Meridional Curvature
- Free Vibrations of Thick Toroidal Shells
- Free Vibrations of Toroidal Shells
- In-plane Impulse Response of a Curved Bar with Varying Cross-section
- Vibrations of Conical Shells with Variable Thickness : continued
- Asymmetric Vibrations of Thick Shells of Revolution
- Vibrations of a Combined System of Circular Plates and a Shell of Revolution
- Axisymmetric Vibrations of Thin Shells of Revolution
- Vibration of Shell of Revolution : Improved Theory
- Asymmetric Vibrations of Thin Shells of Revolution
- Vibrations of Noncircular Cylindrical Shells
- Out-of-plane Vibrations of Curved Bars with Varying Cross-section
- The Vibrations of a Circular Plate with Uniformly Distributed Load around the Outer Periphery
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- Axisymmetric Vibrations of a Cylindrical Shell with Varying Thickness
- Free Vibrations of L-Bar : Both Ends Built-in
- The Vibration of a Cylindrical Shell with Three Supports
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- Vibrations of Elliptic Arc Bar Perpendicular to its Plane
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- Out-plane Vibrations of Curved Bars Considering Shear Deformation and Rotatory Inertia
- In -plane Vibrations of Curved Bars with Varying Cross-section
- The Vibration of a Circular Plate with a Rigid Ring
- The Vibration of a Circular Plate with Weights or a Bar on Its Outer Boundary
- Free Lateral Vibrations of Rectangular Bars with Many Circular Holes (Continued)
- Vibration of a U-Bar in Its Plane
- The Vibration of a Square Frame Work with Legs
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