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On the Chaotic Dynamics of a Spherical Pendulum with a Harmonically Vibrating Suspension

โœ Scribed by A. Y. T. Leung; J. L. Kuang

Publisher
Springer Netherlands
Year
2006
Tongue
English
Weight
654 KB
Volume
43
Category
Article
ISSN
0924-090X

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๐Ÿ“œ SIMILAR VOLUMES

The dynamics of a spherical pendulum wit
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The motion of a spherical pendulum whose point of suspension performs high-frequency vertical harmonic oscillations of small amplitude is investigated. It is shown that two types of motion of the pendulum exist when it performs high-frequency oscillations close to conical motions, for which the pend

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The problem of stabilizing the upper vertical (inverted) position of a pendulum using vibration of the suspension point is considered. The periodic function describing the vibrations of the suspension point is assumed to be arbitrary but possessing small amplitudes, and slight viscous damping is tak

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We demonstrate that the excitation of noise-induced oscillations of a pendulum with a randomly vibrating suspension axis occurs via "on-off intermittency'. The dependence of the mean duration of 'laminar' phase on the excess of the noise intensity over a certain critical value is calculated analytic