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Radial Impact on an Elastically Supported Ring
The study of free vibrations of a circular ring, as developed by A. E. H. Love and S. Timoshenko, has been extended for the case of a circular ring that has radial and tangential elastic support and that is subjected to a radial impulse in the plane of the ring. Equations are developed for the frequencies of rigid-body motion and flexural vibration, and infinite series solutions are obtained for displacements and bending moments produced by an impulsive load analytically defined as a half-sine wave. In the development of the theory, the vibrations are assumed to be inextensional, and damping effects, rotatory inertia, and shear are neglected.
Radial Impact on an Elastically Supported Ring
The study of free vibrations of a circular ring, as developed by A. E. H. Love and S. Timoshenko, has been extended for the case of a circular ring that has radial and tangential elastic support and that is subjected to a radial impulse in the plane of the ring. Equations are developed for the frequencies of rigid-body motion and flexural vibration, and infinite series solutions are obtained for displacements and bending moments produced by an impulsive load analytically defined as a half-sine wave. In the development of the theory, the vibrations are assumed to be inextensional, and damping effects, rotatory inertia, and shear are neglected.
Radial Impact on an Elastically Supported Ring
Wenk, Edward (Autor:in)
Transactions of the American Society of Civil Engineers ; 119 ; 221-245
01.01.2021
251954-01-01 pages
Aufsatz (Zeitschrift)
Elektronische Ressource
Unbekannt
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