On the non-linear stability theory of spinning solid bodies with liquid-filled cavities and its application to the columbus problem
Data(s) |
1982
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Resumo |
In this paper, we first present a system of differential-integral equations for the largedisturbance to the general case that any arbitrarily shaped solid body with a cavity contain-ing viscous liquid rotates uniformly around the principal axis of inertia, and then develop aweakly non-linear stability theory by the Lyapunov direct approach. Applying this theoryto the Columbus problem, we have proved the consistency between the theory and Kelvin'sexperiments. |
Identificador | |
Idioma(s) |
英语 |
Fonte |
Scientia Sinica Series A-Mathematical Physical Astronomical & Technical Sciences.1982,25(6):601-614 |
Tipo |
期刊论文 |